alge	aeqt	aeqt	alge	4	10 + 10 + 2 x 10	10 + 3y	10 + 2 x 10 + 3 x 10	20		On day 1 you travelled 10 miles.  On each of days 2 and 3 you travelled twice that far. Which expression shows how far you travelled on day 3?
alge	aeqt	aeqt	alge	3	3x/2  3x/2	2x + x + (x/2)	x + 2x + (x + 2x)/2	(2x + x)/2		On day 2 you travelled twice as far as day 1.  On day 3 you travelled half as far as days 1 and 2 combined.  Translate your total distance into algebra?
alge	aeqt	aeqt	alge	1	10 + 2(10)	10 + (10/2)	10 + 10	10		On the first day you travelled 10 miles.  On the second day you travelled twice that far.  Describe your total distance using algebra.
alge	aeqt	aeqt	alge	1	x = 0	x = 1	x = -1	There is no minimum		What is the minimum of y = x ?
alge	aeqt	aeqt	alge	4	x = 1/2	3 - 1/2 = x	x = 6	x - 6 = 8		Which equation is equivalent to     (1/2)x - 3 = 4 ?
alge	aeqt	aeqt	alge	3	x = 2	2x = 2	x = 16	16x = 2		Which equation is equivalent to     (1/8)x = 2 ?
alge	aeqt	aeqt	alge	1	x = 1/3	x = 3	x = -3	1/x = -3		Which equation is equivalent to        1/x - 3 = 0 ?
alge	aeqt	aeqt	alge	2	10x = 17y	17xy = 10	xy = 17/10	x = 17y		Which equation is equivalent to       17xy - 4 = 6 ?
alge	aeqt	aeqt	alge	2	1/6x = 2x	1/6x = -2	6x = 2x	2/3x = 0		Which equation is equivalent to          2 + 1/6x = 0 ?
alge	aeqt	aeqt	alge	2	x = 2	2x = 6	6 = 6x	6x = 2/3		Which equation is equivalent to     (2/3)x = 2 ?
alge	aeqt	aeqt	alge	3	3a = 5b	6ab = 5	3b = 5 - 2a	15b = 2a		Which equation is equivalent to          2a + 3b = 5 ?
alge	aeqt	aeqt	alge	4	2xy = 4	4xy = 2x	2x = y + 0	2x = -4y		Which equation is equivalent to         2x + 4y = 0 ?
alge	aeqt	aeqt	alge	4	x = 1	x = y	2x = y	3x = 0		Which equation is equivalent to         2y + 3x = 2y ?
alge	aeqt	aeqt	alge	1	ac = bc - 3ab	abc = 3	3ab = -ac	ab = ac - 3		Which equation is equivalent to        3ab + ac = bc ?
alge	aeqt	aeqt	alge	3	2x - y = 2	2xy = 0	2x - 2y = 0	xy = 2		Which equation is equivalent to         3x - 2y = x ?
alge	aeqt	aeqt	alge	1	4y = 1 - 3x	4y = 3x	3x = y	x = y		Which equation is equivalent to         3x + 4y = 1 ?
alge	aeqt	aeqt	alge	2	x = 5	4 = 5x	2x = 3x	x = 4		Which equation is equivalent to          4 - 2x = 3x ?
alge	aeqt	aeqt	alge	3	2x = 5	3x = 4	4x = 3	x = 0		Which equation is equivalent to         4x - 3 = 0 ?
alge	aeqt	aeqt	alge	3	5x = -4	4/5 = 3x	4x = 15	(4/15)x = 3		Which equation is equivalent to       4x/5 = 3 ?
alge	aeqt	aeqt	alge	2	5y = 3	5 = -3y	3 = 5 + y	y = -5		Which equation is equivalent to          5 + 3y = 0 ?
alge	aeqt	aeqt	alge	4	(4/5)x = -2	(5/8)x = -1	8x = -5	5x = 8		Which equation is equivalent to       5x/4 = 2 ?
alge	aeqt	aeqt	alge	2	3x = 4	3x = 4y - 6	4x = 3y	y = 6		Which equation is equivalent to          6 + 3x = 4y ?
alge	aeqt	aeqt	alge	2	3y = 6x	3y = 2x - 6	3xy -2 = 6	6x = 2x - 3y		Which equation is equivalent to          6 + 3y = 2x ?
alge	aeqt	aeqt	alge	3	y = 5	5y - 8 = 0	8y = 5	8y = -1		Which equation is equivalent to         8y - 3 = 2 ?
alge	aeqt	aeqt	alge	1	2x = -6y	2y + 6x = 1	2y = 6x	2x = 12y		Which equation is equivalent to         9y + 2x = 3y ?
alge	aeqt	aeqt	alge	1	x = 7	x = 8	x = -3	8x = 1		Which equation is equivalent to         x - 5 = 2 ?
alge	aeqt	aeqt	alge	4	xy = 3y	4y = 3xy	xy = 4 - y	xy = 4 - 3y		Which equation is equivalent to         xy + 3y = 4 ?
alge	aeqt	aeqt	alge	4	x + 4	7ab - 2r	6y - 4y	2ab - b + 1		Which expression has the most terms?
alge	aeqt	aeqt	alge	2	3y - 3yz	5x - 5x + 1	3ac - 2ac	4xyz + 3y		Which expression has the most terms?
alge	aeqt	aeqt	alge	3	3a + 3b	6 + 6(ax)	12a - 1ab - 2	4a + 4(y/x)		Which expression has the most terms?
alge	aeqt	aeqt	alge	1	1ab + 4	2(3ab)	5(xyz)	2ah/5		Which expression has the most terms?
alge	aeqt	aeqt	alge	4	3 - 7(vw)	4(a + 6)	8rh + 2v	11 - 2(a + h)		Which expression has the most terms?
alge	aeqt	aeqt	alge	3	3x - 1	4(y + 2)	2h3 + 2h - h - 2	2(arh) - 2(ayr) + 3		Which expression has the most terms?
alge	aeqt	aeqt	alge	3	8yr - 2h	4rh/5	3ab + 3ab - 1	a + b/2a		Which expression has the most terms?
alge	aeqt	aeqt	alge	4	3x + 3y = 1	3x = 5y	5x + 5y = 1	5x + 3y = 1		You bought 5 apples and 3 oranges.  You paid $1.  Express this using algebra.
alge	aeqt	aeqt	alge	2	x/2 - 1 = 10	x + (x/2) = 10	x + x = (10/2)	x = (10/2)		You spent one half of what your friend spent.  Together you spent $10.  Translate this into algebra.
alge	aeqt	aeqt	alge	2	2x = 10	x + 2x = 10	x = 10	2x - x = 10		You spent twice as much as your friend.  Together you spent $10.  Translate this into algebra.
alge	afac	afac	alge	1	3xy(4xy - 2y - 1)	3xy(4xy - 2y - 1)	xy(12xy - 6y - 3)	can't be factored		Factor completely: 12xy - 6xy - 3xy
alge	afac	afac	alge	1	a(3a - 1)	2a(a - 3)	a(3 - a)	can't be factored		Factor completely:   3a - a
alge	afac	afac	alge	2	3a(h - 2b - 1)	a(3h - 6b - 1)	a(h - 2ab - 1)	can't be factored		Factor completely:  3ah - 6ab - a
alge	afac	afac	alge	3	h(3a - r - 1)	2h(ah - r - 1/2)	h(3ah - r - 1)	can't be factored		Factor completely:  3ah - rh - h
alge	afac	afac	alge	2	x(4x - 1)	2x(2x - 1)	2(x - 1)	can't be factored		Factor completely:   4x - 2x
alge	afac	afac	alge	4	2x(2xy - 1 + 1/2)	x(4xy - 2 + 1/2)	2x(2xy - 1 + 1/2)	can't be factored		Factor completely:  4xy - 2x + 1
alge	afac	afac	alge	4	2(5ab - cd)	5a(ab - cd)	2a(ab - cd)	can't be factored		Factor completely: 5ab - cd
alge	afac	afac	alge	2	3xy(2xy + 1)	3xy(2xy + 1)	3x(2xy + y)	can't be factored		Factor completely: 6xy + 3xy
alge	afac	afac	alge	2	(rh/2)(h - 1 + r)	(h/2)(rh - r + 1)	(rh - rh + 1)/2	can't be factored		Factor completely: rh/2 - rh/2 + h/2
alge	afac	afac	alge	3	(x - 4)(x - 7)	(x + 10)(x - 11)	(x - 7)(x + 4)	(x - 4)(x - 7)		Factor completely:    x - 3x - 28 = ?
alge	afac	afac	alge	3	2zy(z + x - 1)	z(2zxy + 2 - y)	z(zxy + 2 - y)	can't be factored		Factor completely:  zxy + 2z - zy
alge	agrf	agrf	alge	3	x = 0	x = -1	there is no maximum	x = 1		What is the maximum of y = x ?
alge	agrf	agrf	alge	1	x = 0	x = 1	there is no minimum	y = 1		What is the minimum of y = x ?
alge	agrf	agrf	alge	1	y = e	y = x	y = x	y = x		Which equation has an asymptote?
alge	agrf	agrf	alge	3	y = x	y = x	y = (1/x)	y = sin x		Which equation has an asymptote?
alge	agrf	agrf	alge	4	y = x	y = -x	y = x	y = logx		Which equation has an asymptote?
alge	agrf	agrf	alge	2	y = 2	y = cos x	y = x	y - x + x + 4		Which function is bounded?
alge	agrf	agrf	alge	3	y = x	y = x	y = sin x	y = x		Which function is bounded?
alge	agrf	agrf	alge	3	y = sin x	y = cos x	y = |x|	y = sin (x/2)		Which function is not bounded?
alge	agrf	agrf	alge	2	y = x	y = x	y = x	y = (1/2)x		Which function is symmetrical with relation to the y axis?
alge	agrf	agrf	alge	2	y = x	y = |x|	y = -x	y = 2x		Which function is symmetrical with relation to the y axis?
alge	agrf	agrf	crt1	1	y = x	y = x	y = x	y = x		Which is the equation or relation for this graph?
alge	agrf	agrf	crt2	2	parabolic	square root	hyperbolic	ellipse		What is this graph?
alge	agrf	agrf	crt4	1	exponential	logarithmic	trigonometric	hyperbolic		What is this graph?
alge	agrf	agrf	crt5	2	positive exponential	negative exponential  	hyperbolic	parabolic		What is this graph?
alge	agrf	agrf	crt8	1	parabolic	hyperbolic	exponential	logarithmic		What is this graph?
alge	agrf	agrf	ct10	2	y = x	y = 1/x	y = logx	y = 2		Which is the function or relation for this graph?
alge	agrf	agrf	ct12	3	y = x	y = -x	y = |x|	y = |x| + 1		Which equation describes this graph?
alge	alin	alin	cart	3	A = B	A = B	A = B	A = B	01	Describe the relationship between points A and B.
alge	alin	alin	cart	4	A = B A = B	A = A B = B	A = B A = B	A = -B A = B	02	Which best describes the relationship between points A and B?
alge	alin	alin	cart	1	A < 0 A < 0	A < 0 A > 0	A = 0 A < 0	A > 0 A < 0	04	Which expression best describes point A?
alge	alin	alin	cart	3	A > 0 A = 0	A > 0 A > 0	A > 0 A < 0	A + 0 A < 0	05	Which expression best describes point A?
alge	alin	alin	cart	2	A>0 A>0 A = A	A>0 A>0 A>A	A>0 A>0 A<A	A>0 A<0 A<A	03	Which expression best describes point A?
alge	alin	alin	cart	3	A>0 A>0 A>A	A = 0 A>0 A>A	A>A A>0 A>0	A>A A<0 A<0	06	Which expression best describes point A?
alge	alin	alin	cart	2	A > 0 A = 0	A > 0 A > 0	A < 0 A > 0	A > 0 A < 0	07	Which is a true expression about   point A?
alge	alin	alin	cart	4	A < 0  A = 0	A > 0 A > 0	A < 0 A < 0	A < 0 A > 0	08	Which is a true expression about   point A?
alge	alin	alin	cart	4	A = 0A > 0	A = 0 A < 0	A = 0 A  0	A = 0 A = 0	09	Which is a true statement about    point A?
alge	alin	alin	cart	3	A = 0, A = 0	A > 0, A > 0	A > 0 A = 0	A < 0, A = 0	10	Which is a true statement about    point A?
alge	alin	alin	cart	2	(2 3)	(3 2)	(0 2)	(3 0)	11	Which ordered pair describes point A?
alge	avec	avec	rays	3	vector AB	vector BC	vector AC	0		What is vector AB + vector BC ?
alge	avec	avec	rays	3	vector AB	vector AD	0	vector BD		What is vector AB + vector BC + vector CD + vector DA ?
alge	avec	avec	rays	4	vector AC	vector CA	vector AB	0		Which is equivalent to vector AB + vector BC + vector CA ?
alge	axpo	axpo	alge	2	1	2	3	4		10 = 100.  What is x ?
alge	axpo	axpo	alge	3	4 x 3	12!	1728	36		12 = ?
alge	axpo	axpo	alge	1	1	-0	2	-1		2- = 1/2.  What is x ?
alge	axpo	axpo	alge	3	4	5	6	7		2 = 64.  What is x ?
alge	axpo	axpo	alge	3	24	6	4(4)	4!(6!)		4 = ?
alge	axpo	axpo	alge	2	5!	5(5)	3/5	5!/5		5 = ?
alge	axpo	axpo	alge	4	-1	7	-7	0		7 = 1.  What is x ?
alge	axpo	axpo	alge	4	17	-7	1	-1		7 = 1/7.  What is x ?
alge	axpo	axpo	alge	3	21!	100 + 21	11	11/121		121 = ?
alge	axpo	axpo	alge	1	25	3/125	375	5!		125 = ?
alge	axpo	axpo	alge	1	4	8	1/32	4!		16 = ?
alge	axpo	axpo	alge	3	96 + 10	19	2(49)	49		196 = ?
alge	axpo	axpo	alge	2	3/27	9	9	18		27 = ?
alge	axpo	axpo	alge	3	10!	100	20	4!		400 = ?
alge	axpo	axpo	alge	2	192	2	3!(64)	21.3		64 = ?
alge	axpo	axpo	alge	1	1	2	10	11		x = 1.  What is x ?
alge	axpo	axpo	alge	2	10	100	1000	1		x = 10.  What is x ?
alge	axpo	axpo	alge	4	4	8	12	16		x = 4.  What is x ?
alge	axpo	axpo	alge	3	10	15	25	50		x = 5.  What is x ?
alge	axpo	axpo	alge	1	2	4	6	0		Which should replace the blank in 1_1 to make a perfect square?
alge	axpo	axpo	alge	2	2	4	5	6		Which should replace the blank in 1_4 to make a perfect square?
alge	axpo	axpo	alge	3	4	5	6	7		Which should replace the blank in 1_ to make a perfect square?
conc	cbas	cbfu	fpad	x-						Choose the correct operators:            11 ? 2 ? 7 = 15
conc	cbas	cbfu	fpad	x-						Choose the correct operators:           -12 ? 3 ? (-8) = -28
conc	cbas	cbfu	fpad	+						Choose the correct operators:            12 ? -4 ? (-15) = -18
conc	cbas	cbfu	fpad	+x						Choose the correct operators:           -12 ? (7 ? 3)  = 9
conc	cbas	cbfu	fpad	x+						Choose the correct operators:           -13 ? (-3) ? (-9) = 30
conc	cbas	cbfu	fpad	-x						Choose the correct operators:            14 ? (9 ? 4) = -22
conc	cbas	cbfu	fpad	x-						Choose the correct operators:             2 ? 11 ? 9 = 13
conc	cbas	cbfu	fpad	x+						Choose the correct operators:             2 ? 7 ? (-13) = 1
conc	cbas	cbfu	fpad	x+						Choose the correct operators:             4 ? 6 ? (-10) = 14
conc	cbas	cbfu	fpad	x-						Choose the correct operators:             6 ? 3 ? 11 = 7
conc	cbas	cbfu	fpad	x-						Choose the correct operators:             7 ? 4 ? (-15) = 43
conc	cbas	cbfu	fpad	+						Choose the correct operators:             8 ? 2 ? 7 = 11
conc	cfac	cfac	conc	3	-1	0	1	1		Which is another way of expressing 1! ?
conc	cfac	cfac	conc	2	4	2	8	1		Which is another way of expressing 2! ?
conc	cfac	cfac	conc	3	6!	6	26	2!		Which is another way of expressing 2! + 4! ?
conc	cfac	cfac	conc	1	12	12!	6	6		Which is another way of expressing 2! x 3! ?
conc	cfac	cfac	conc	4	3	1/3	1	6		Which is another way of expressing 3! ?
conc	cfac	cfac	conc	2	8	24	16	32		Which is another way of expressing 4! ?
conc	cfac	cfac	conc	2	-7!	18	7	12		Which is another way of expressing 4! - 3! ?
conc	cfac	cfac	conc	3	26	7!	30	12!		Which is another way of expressing 4! + 3! ?
conc	cfac	cfac	conc	1	120	75	25	15		Which is another way of expressing 5! ?
conc	cfac	cfac	conc	4	36	60	360	720		Which is another way of expressing 6! ?
conc	cfor	cfor	are6	3	LH + d	LH - d	d	2L + 2H - (d/2)		Which formula describes the perimeter of the circle inside the rectangle?
conc	cfor	cfor	are6	1	LH + ab/2	LH + r + (/)LH	LH + r	r + ab/2		Which formula describes the total area of the rectangle plus the triangle?
conc	cfor	cfor	are6	3	LH - d	LH - r	LH	LH/rd		Which formula describes the total area of the rectangle with a blue circle in the center?
conc	cfor	cfor	are6	2	LH - r + ab	LH + ab/2	LH - r + ab/2	r + ab + LH		Which formula describes the total area of the rectangle the blue circle in its center (with radius r) and the triangle?
conc	cfor	cfor	are6	1	2r + ab/2	LH - r + LH/2	2(r + ab/2)	r/2 + ab		Which formula describes the total area of the triangle plus both circles (of radius r)?
conc	cfor	cfor	are6	3	LH - d + ab/2	LH - (d/2) + ab	(d/2) + ab/2	d - LH + ab/2		Which formula describes the total areas of the circle inside the rectangle plus the triangle?
conc	cfor	cfor	are6	4	LH - r + ab	LH + r + ab/2	r - ab/2 + LH	ab/2 + LH - r		Which formula describes the total areas of the rectangle MINUS the blue circle (with radius r) in its center plus the triangle?
conc	cfor	cfor	are6	4	LH - d	LH - r	LH	LH + r		Which formula describes the total areas of the rectanglethe blue circle in its center and the red circle outside (radius = r)?
conc	cfor	cfor	are6	2	2LH + (d/2)	2L + 2H + d	2LH + 2d	LH + d		Which formula describes the total perimeter of the rectangle and the red circle outside it?
conc	cfor	cfor	are6	2	LH - d	LH - (d/2)	LH	LH / rd		Which formula describes the white portion of the rectangle? 
conc	cpri	cpri	conc	2	8	2	46	102		What is the only even prime number?
conc	cpri	cpri	conc	1	61	49	72	162		Which of these numbers is prime?
conc	cpri	cpri	conc	2	135	59	475	85		Which of these numbers is prime?
conc	cpri	cpri	conc	3	245	835	97	255		Which of these numbers is prime?
conc	cpri	cpri	conc	4	49	225	135	421		Which of these numbers is prime?
conc	cpri	cpri	conc	1	143	224	165	186		Which of these numbers is prime?
conc	cpri	cpri	conc	2	165	181	234	195		Which of these numbers is prime?
conc	cpri	cpri	conc	3	692	875	743	964		Which of these numbers is prime?
conc	cpri	cpri	conc	4	242	105	385	367		Which of these numbers is prime?
conc	cpri	cpri	conc	3	266	645	463	472		Which of these numbers is prime?
conc	cseq	cseq	mult	4	0.0000000001	0.00001	0.0000001	0.00000001		0.1  0.01  0.0001... What is the next number?
conc	cseq	cseq	mult	1	2	10	1001	1002		1000 1 1000... What is the next number?
conc	cseq	cseq	mult	2	63	59	45	52		128 105 82...  What is the next number?
conc	cseq	cseq	mult	1	45	35	49	55		129 101 73...  What is the next number?
conc	cseq	cseq	mult	4	51	49	33	69		135 113 91...  What is the next number?
conc	cseq	cseq	mult	1	64	56	44	18		136 112 88...  What is the next number?
conc	cseq	cseq	mult	4	48	52	74	68		140 116 92...  What is the next number?
conc	cseq	cseq	mult	4	36	45	63	66		141 116 91...  What is the next number?
conc	cseq	cseq	mult	4	48	52	74	63		150 121 92...  What is the next number?
conc	cseq	cseq	mult	3	36	32	46	54		154 118 82...  What is the next number?
conc	cseq	cseq	mult	3	75	52	62	47		161 128 95...  What is the next number?
conc	cseq	cseq	mult	2	33	55	61	27		163 127 91...  What is the next number?
conc	cseq	cseq	mult	3	46	32	58	63		163 128 93...  What is the next number?
conc	cseq	cseq	mult	2	71	57	51	42		168 131 94...  What is the next number?
conc	cseq	cseq	mult	1	47	53	63	39		173 131 89...  What is the next number?
conc	cseq	cseq	mult	3	36	58	46	24		175 132 89...  What is the next number?
conc	cseq	cseq	mult	3	54	62	48	36		180 136 92...  What is the next number?
conc	cseq	cseq	mult	1	42	36	52	46		183 136 89...  What is the next number?
conc	cseq	cseq	mult	2	56	52	79	42		187 142 97...  What is the next number?
conc	cseq	cseq	mult	4	33	54	62	43		190 141 92...  What is the next number?
conc	cseq	cseq	mult	1	58	64	76	44		190 146 102...  What is the next number?
conc	cseq	cseq	mult	2	53	44	35	61		191 142 93...  What is the next number?
conc	cseq	cseq	mult	4	537	1287	858	1392		1 108 429... What is the next number?
conc	cseq	cseq	mult	4	-64	-32	-36	-54		-2 -6 -18... What is the next number?
conc	cseq	cseq	mult	3	105.5	107.75	111.375	133.375		33 49.5 74.25... What is the next number?
conc	cseq	cseq	mult	4	285	291	720	1215		6 45 240... What is the next number?
conc	cseq	cseq	mult	3	-156	-132	-64	-56		-8 -16 -32... What is the next number?
conc	cset	cset	mult	3	entomologists	biologists and insects	the empty set	none of these		What is the intersection of the set of biologists and the set of  insects?
conc	cset	cset	mult	1	male singers with kids	child singers	the empty set	none of these		What is the intersection of the set of singers and the set of fathers?
conc	cset	cset	mult	4	disjoint	empty	infinite	finite		Which best describes the set of all bald dancers?
conc	cset	cset	mult	3	disjoint	empty	infinite	finite		Which best describes the set of all negative integers?
conc	cset	cset	mult	1	{20}	{567}	{17}	none of these		Which is a proper subset of {48121620}?
conc	cset	cset	mult	3	parrots	butterflies	bats	none of these		Which is a proper subset of the set of all mammals?
conc	cset	cset	mult	3	{-20}	{0}	the empty set	all of these		Which is a proper subset of the set of positive integers?
conc	cset	cset	mult	4	{-3 0}	{3.14159}	the empty set	all of these		Which is a subset of the set of all real numbers?
conc	cset	vdia	venn	4	B  C	B  C	A  C	A  B  C	005	Which most accurately describes the location of the dot on the screen?
conc	cset	vdia	venn	1	B  C	A  C	A  B	none of these	004	Which most accurately describes the location of the dot on the screen?
conc	cset	vdia	venn	4	B  C	A  C	A  B	none of these	007	Which most accurately describes the location of the dot on the screen?
conc	cset	vdia	venn	3	B  C	A  B	A  C	none of these	008	Which most accurately describes the location of the dot on the screen?
conc	cset	vdia	venn	4	Set A	Set B	Set C	all of these	006	Which most accurately describes the location of the dot on the screen?
conc	cset	vdia	venn	4	B  C	A  B	A  B  C	none of these	009	Which most accurately describes the location of the dot on the screen?
geom	gpan	gpan	angl	2	complementary	supplementary	equal	right angles	001	If two lines cross they form four angles.  How would you describe two of the adjacent angles?
geom	gpan	gpan	angl	1	equal	complementary	supplementary	acute	001	If two lines cross they form four angles.  How would you describe two of the non-adjacent angles?
geom	gpan	gpan	angl	2	20	60	40	30	001	If you inscribe a regular hexagon inside a circle how many degrees is the arc between two adjacent points?
geom	gpan	gpan	angl	1	120	90	108	100	001	What is the measure of any interior angle of a regular hexagon?
geom	gpan	gpan	angl	3	120	108	135	115	001	What is the measure of any interior angle of a regular octagon?
geom	gpan	gpan	angl	3	120	98	108	117	001	What is the measure of any interior angle of a regular pentagon?
geom	gpan	gpan	rlin	2	complementary	equal	supplementary	congruent		If two parallel lines are cut by a third line all pairs of alternate interior angles are ...
geom	gpar	gpar	geom	4	56.7	81.4	9.5	63.5		About how many square units is one-fourth of a circle with a radius of 9?
geom	gpar	gpar	geom	1	14.14	28.28	9.13	36.77		How many square units is half of a circle with a radius of 3?
geom	gpar	gpar	geom	3	49	17.5	24.5	32		If a line segment bisects a rhombus with sides of length 7 how many square units is the area of each resulting triangle?
geom	gpar	gpar	geom	4	20	35	42	40		If a rectangle has a base of 10 and a height of 4 how many square units is the area of a parallelogram with the same dimensions?
geom	gpar	gpar	geom	2	18 	45	40	5		If a rectangle has a base of 15 and a height of 3 how many square units is the area of a parallelogram with the same dimensions?
geom	gpar	gpar	geom	3	0.5 times	2 times	4 times	8 times		If you double the lengths of the sides of any square how much does the area increase?
geom	gpar	gpar	geom	1	8	4	12	24		If you draw both diagonals in a square how many different isosceles triangles will you create?
geom	gpar	gpar	geom	1	8 times	3 times	9 times	2 times		If you triple the lengths of the sides of any square how much does the area increase?
geom	gpci	gpci	circ	3	is 1/2 the diameter	is a radius	is  to the chord	is tangent to a circle		A line drawn from the midpoint of a chord to the center of a   circle ...
geom	gpci	gpci	circ	1	secant	tangent	radius	arc		A line that intercepts a circle at two points is called a(n) ...
geom	gpci	gpci	circ	3	twice the radius	less than a diameter	more than a semicircle	half the circumference		A major arc of a circle is always ...
geom	gpci	gpci	circ	2	<= 180	<180	<= 90	= 90		A minor arc of a circle is always ...
geom	gpci	gpci	circ	2	equilateral	a rectangle	equal to the radius	tangent to the circle		A parallelogram inscribed in a circle is always ...
geom	gpci	gpci	circ	1	1	2	3	4		A tangent has how many points in common with a circle?
geom	gpci	gpci	circ	4	equilateral	tangent to the circle	made up of 3 radii	made up of 3 chords		A triangle inscribed within a circle is always ...
geom	gpci	gpci	circ	4	mutually equidistant	parallel to P	on the same radius	equidistant from P		All points on a circle with its center at point P are ...
geom	gpci	gpci	circ	2	unequal	sometimes equal	equal	congruent		Arcs formed by parallel lines intersecting a circle are ...
geom	gpci	gpci	circ	3	sometimes equally long	tangent to the circles	always the same length	parallel		Chords of congruent circles that are the same distance from the centers are ...
geom	gpci	gpci	circ	4	is made up of 2 radii	equals the diameter	is tangent to a circle	is a line segment		Every chord ...
geom	gpci	gpci	circ	3	1 side is a chord	1 side is a diameter	2 sides are chords	2 sides are radii		For an inscribed angle with a vertex that rests on the circle  ___ of the circle.
geom	gpci	gpci	circ	1	regular polygon	isosceles polygon	congruent circles	congruent polygons		If a circle is divided into equal arcs what is formed by the chords of the arcs?
geom	gpci	gpci	circ	2	is equal to the radius	bisects the chord	bisects the diameter	touches the perimeter		If a perpendicular line is drawn from a chord to the center of a circle the line ...
geom	gpci	gpci	circ	1	congruent	equidistant	concentric	unequal		If the radii of two circles are equal the circles are ...
geom	gpci	gpci	circ	2	sometimes equal	always equal	parallel	intersecting		If two circles are congruent their diameters are ...
geom	gpci	gpci	circ	1	in length	to the radius	to the diameter	to a connecting chord 		If two tangents are drawn to a circle from a common point outside the circle the tangents are equal ...
geom	gpci	gpci	circ	4	1 endpoint in common	parallel chords	common endpoints	equal chords		In congruent circles equal arcs always   have ...
geom	gpci	gpci	circ	2	form a straight line	are the same	form a triangle	form a locus		The center of a regular polygon the center of its circumscribed circle and the center of its inscribed  circle ...
geom	gpci	gpci	circ	4	a ray	a major arc	a 360 angle	a diameter		The endpoints of a semicircle are the same as the endpoints of ...
geom	gpco	gpco	tri1	3	AB + BC < AC	A = B	AB + AC > BC	AB + BC = AC		What is true about line segments AB BC and AC?               
geom	gpco	gpco	tri1	3	AB = AO	AB = OB	AO = OB	AO = 1		Which best describes the relationships of the segments in     triangle AOB?
geom	gpco	gpco	tri1	1	AO = CO 	AO = AC	OC = CA	AO = OC = AC		Which is a true statement about the line segments that make up triangle AOC?
geom	gpco	gpco	tri1	1	AOB = COD	AOB + COD = 90	AOB = ABO	AOB > COD		Which is a true statement about the relationship between  two of the angles pictured?
geom	gpli	gpli	rlin	2	bisector	locus	complement	tangent		A straight line is the ___ of points whose coordinates satisfy a given linear equation.
geom	gpli	gpli	rlin	1	infinite	1	3	pi		How many lines can pass through a single point?
geom	gpli	gpli	rlin	4	1	2	3	infinite		How many planes can pass through a single line?
geom	gpli	gpli	rlin	2	perpendicular	parallel	congruent	transverse		If two lines are cut by a third line and the alternate internal angles are equal the two lines are ...
geom	gpli	gpli	rlin	4	share an endpoint	intersect	share a midpoint	all of the above		Parallel lines     never ...
geom	gpli	gpli	rlin	3	parallel	congruent	perpendicular	tangent		The locus of all points equidistant from two points on a line is a ___ line bisecting the segment between the two points.
geom	gpli	gpli	rlin	1	2 lines parallel	1 line parallel	2 lines perpendicular	1 line perpendicular		The locus of all points the same distance from a line is ___ to the first line.
geom	gpli	gpli	rlln	2	2	1	3	none	001	How many midpoints does a line segment have?
geom	gpli	gpli	rlln	3	the same length	equal	the same distance apart	transverse	001	Parallel lines are always ...
geom	gppl	gppl	rlin	3	4	3	2	1		How many foci does an ellipse have?
geom	gppl	gppl	rlin	3	1	2	3	infinite		How many points are needed to define a plane?
geom	gppl	gppl	rlin	3	a rhomboid	a parabola	a circle	a klein bottle		What do you call an ellipse which has both its foci at the same point?
geom	gppl	gppl	rlin	2	an ellipse	a sphere	a cone	a moebius strip		What do you get when you rotate a circle about its axis through the third dimension?
geom	gppl	gppl	rlin	4	a collision	a parabola	a hyperbola	a line		What does the intersection of two different planes create?
geom	gppy	gppy	geom	4	9	5	5.5	6.7		If one leg of a right triangle is 2 and the hypotenuse is 7 how long is the other leg?
geom	gppy	gppy	geom	2	6.7	5	5.9	4		If one leg of a right triangle is 3 and the hypotenuse is 6 how long is the other leg?
geom	gppy	gppy	geom	1	3	3.3	6	11.8		If one leg of a right triangle is 5.5 and the hypotenuse is 6.3 about how long is the other leg?
geom	gppy	gppy	geom	3	7.6	8	7	12.2		If one leg of a right triangle is 8 and the hypotenuse is about 10.6 how long is the other leg?
geom	gppy	gppy	geom	3	2.7	7	6.1	7.1		If the legs of a right triangle are 1 and 6 about how long is the hypotenuse?
geom	gppy	gppy	geom	4	2 + 3	2 + 3	(2 + 3)	(2 + 3)		If the legs of a right triangle are 2 and 3 how long is the hypotenuse?
geom	gppy	gppy	geom	1	9.3	12	12.2	7		If the legs of a right triangle are 2.5 and 9 about how long is the hypotenuse?
geom	gppy	gppy	geom	4	7	4	3	5		If the legs of a right triangle are 3 and 4 how long is the hypotenuse?
geom	gppy	gppy	geom	1	8.6	5	12	6.6		If the legs of a right triangle are 7 and 5 about how long is the hypotenuse?
geom	gppy	gppy	geom	4	9.9	12	6.9	8.9		If the legs of a right triangle are 8 and 4 about how long is the hypotenuse?
geom	gppy	gppy	geom	1	10	9.5	14	7		If the legs of a right triangle are 8 and 6 about how long is the hypotenuse?
geom	gsvo	gsvo	slid	1	56.55	72.81	63.74	42.89	001	What is the volume of a cone with a height of 6 and a base radius of 3?
geom	gsvo	gsvo	slid	2	123.82	150.8	452.39	50.26	001	What is the volume of a cone with a height of 9 and a base radius of 4?
geom	gsvo	gsvo	slid	3	121	261	1331	491	001	What is the volume of a cube with a height    of 11?
geom	gsvo	gsvo	slid	3	16	32	64	128	001	What is the volume of a cube with a height    of 4?
geom	gsvo	gsvo	slid	4	43	49	300	343	001	What is the volume of a cube with a height    of 7?
geom	gsvo	gsvo	slid	2	35.12	62.83	79.45	36.14	001	What is the volume of a cylinder with a radius of 2 and a height of 5?
geom	gsvo	gsvo	slid	4	10	20	80	40	001	What is the volume of a rectangular prism with length of 4 height of 5 and depth of 2?
geom	gsvo	gsvo	slid	4	392.5	96.22	125.16	523.6	001	What is the volume of a sphere with a radius  of 5?
geom	gsvo	gsvo	slid	3	400.02	81.68	904.78	628.24	001	What is the volume of a sphere with a radius  of 6?
geom	gsvo	gsvo	slid	1	21.33	32.31	16.2	64	001	What is the volume of a triangular pyramid with a base area of 16 and a height of 4?
hart	hart	hart	gtem	2	yes	no	maybe	beats me!		Does this chart tell you whether New York and Madrid have the same summer temperatures?
hart	hart	hart	gtem	2	United States	South America	Asia	Australia		Which area had a highest recorded temperature that was about 98% of Europe's highest recorded temperature?
hart	hart	hart	gtem	3	Asia	United States	South America	Australia		Which area had a highest recorded temperature that was about twice that of Antarctica's highest recorded temperature?
hart	hart	hart	gtem	4	United States	Asia	Europe	Canada		Which area had a highest recorded temperature that was about 88% that of Australia's highest recorded temperature?
hart	hart	hart	gtem	1	Asia	United States	Europe	Africa		Which area had a highest recorded temperature that was about 1% higher than Australia's highest recorded temperature?
hart	hart	hart	gtem	2	Canada	United States	Antarctica	Brazil		Which area had a highest recorded temperature that was nearly 19 times higher than the South Pole's highest recorded temperature?
hart	hart	hart	gtem	2	hours of daylight	reliable thermometers	population mix	death rate		Which of these factors might have had the most influence on the accuracy of these figures?
hart	hart	hart	gtem	3	birth rate	hours of daylight	access to the areas	style of local dress		Which of these factors might have the most influence on the accuracy of these figures?
hart	hart	hart	gtem	4	Canada and Australia	Africa and Asia	U.S.A. and Asia	U.S.A and Africa		Which two areas have highest recorded temperatures that are approximately equal?
hart	hart	hart	gtem	1	Asia and Australia	Asia and Africa	U.S.A. and Europe	Antarctica and Canada		Which two areas have highest recorded temperatures that are approximately equal?
prob	prob	prob	prob	3	96	120	720	860		How many different ways can the letters A B C D E F be arranged?
prob	prob	prob	prob	1	1/4	1/5	2/5	1/15		If you have a jar with 15 chocolate chip cookies and 5 oatmeal cookies what are the chances that you will randomly pick oatmeal?
prob	prob	prob	prob	4	6	15	9	5		If you rolled a die 30 times how many 1s would you expect?
prob	prob	prob	prob	3	1/2	1/8	1/4	2!		If you toss a coin twice which expression represents the odds of getting heads both times?
prob	prob	prob	prob	3	1/3	1/2	1/4	1/6		If you toss two coins at once what are the chances of both coming up tails?
prob	prob	prob	prob	2	1/4	1/2	1/3	3/8		If you toss two coins at once what are the chances of getting one heads and one tails?
prob	prob	prob	prob	2	1/3	3!	1/3	3		Which expression represents the number of ways you can arrange the letters A B C?
prob	prob	prob	prob	3	1/100	1/52!	1/52	2/52		Which expression represents the odds of drawing the King of Clubs from a 52-card deck?
prob	prob	prob	prob	4	1/52	2(1/52)	1/52	(1/52)(1/51)		Which expression represents the odds of drawing the Queen of Hearts then the King of Hearts from the same 52 card deck?
prob	prob	prob	prob	3	1/3	5/6	2/3	1/4		Your spinner has three equal sections one red and two green. What are the chances that you will spin green?
rith	rave	rave	arit	2	1.0	2.6	1.2	2.9		What is the average of these grade point averages:           1.3 3.7 2.8 2.7
rith	rave	rave	arit	1	2.4	1.2	2.9	2.0		What is the average of these grade point averages:           1.6 2.6 2.3 3.1
rith	rave	rave	arit	4	2.6	3.4	2.0	2.9		What is the average of these grade point averages:           2.3 3.6 3.2 2.5
rith	rave	rave	arit	3	2.1	2.0	3.0	3.3		What is the average of these grade point averages:           2.4 3.4 3.9 2.3
rith	rave	rave	arit	3	3.6	2.5	2.9	2.1		What is the average of these grade point averages:           3.2 3.1 2.7 2.5
rith	rave	rave	arit	1	74	78	69	77		What is the average of these test scores:   67 74 76 79
rith	rave	rave	arit	4	82	75.2	83	79.5		What is the average of these test scores:   81 78 72 87
rith	rave	rave	arit	4	87.5	96.25	91.2	88.5		What is the average of these test scores:   81 96 98 79
rith	rave	rave	arit	2	82	89.5	93	94.2		What is the average of these test scores:   88 91 95 84
rith	rave	rave	arit	3	92.45	89.5	94.25	99		What is the average of these test scores:   90 91 96 100
rith	rest	rest	frac	3	.92%	.81%	92%	81%		Convert to the best estimate: 11/12
rith	rest	rest	frac	3	33	0.33%	0.33	3.3%		Convert to the best estimate: 11/30
rith	rest	rest	frac	1	25%	17%	32%	39%		Convert to the best estimate: 11/40
rith	rest	rest	frac	2	0.86	0.66	0.56	0.33		Convert to the best estimate: 13/18
rith	rest	rest	frac	2	66%	33%	13%	53%		Convert to the best estimate: 13/30
rith	rest	rest	frac	3	40%	34%	80%	60%		Convert to the best estimate: 33/40
rith	rest	rest	frac	4	95%	90%	86%	98%		Convert to the best estimate: 39/40
rith	rest	rest	frac	2	0.5	50%	0.5%	50		Convert to the best estimate: 5/12
rith	rest	rest	frac	4	46.8%	42.3%	38.3%	43.8%		Convert to the best estimate: 7/16
rith	rest	rest	frac	3	5.0%	0.5%	50%	50		Convert to the best estimate: 9/16
rith	rfrc	rfrd	frac	4	7/15	3/10	5/13	4/7		Reduce to the lowest terms: 108/189
rith	rfrc	rfrd	frac	2	6/7	7/9	5/13	7/15		Reduce to the lowest terms: 119/153
rith	rfrc	rfrd	frac	3	5/13	5/11	7/11	6/15		Reduce to the lowest terms: 196/308
rith	rfrc	rfrd	frac	3	5/9	6/7	8/11	4/13		Reduce to the lowest terms: 224/308
rith	rfrc	rfrd	frac	4	5/14	6/13	7/13	9/14		Reduce to the lowest terms: 243/378
rith	rfrc	rfrd	frac	1	2/11	3/7	5/13	2/9		Reduce to the lowest terms: 26/143
rith	rfrc	rfrd	frac	2	4/9	3/7	4/7	3/13		Reduce to the lowest terms: 72/168
rith	rfrc	rfrd	frac	3	4/7	5/12	5/9	7/15		Reduce to the lowest terms: 80/144
rith	rfrc	rfrd	frac	2	6/13	5/12	5/21	6/17		Reduce to the lowest terms: 90/216
rith	rfrc	rfrd	frac	1	5/14	6/13	4/9	7/8		Reduce to the lowest terms: 90/252
rith	rord	rord	arit	4	2(b-2+b/2)	2b-(2+b)/2	(2b-2)b/2	2b-(2b/2)		Which number is largest if b equals 1?
rith	rord	rord	arit	1	3b-4/b	3(b-4)/b	3(b-4/b)	(3b-4)/b		Which number is largest if b equals 3?
rith	rord	rord	arit	1	2(r+1/r)	2r+1/r	2(r+1)/r	(2r+1)/r		Which number is largest if r equals 2?
rith	rord	rord	arit	3	3y-1	3(y-1)	3y(y-1)	3y(1-y)		Which number is largest if y equals 2?
rith	rord	rord	arit	4	2(2-h)/3	2(2-h/3)	2x2-h/3	(2x2-h)/3		Which number is smallest if h     equals -1?
rith	rord	rord	arit	1	h-3/1+h	(h-3)/(h+1)	h-(3/(1+h))	h-3/(1+h)		Which number is smallest if h     equals -2?
rith	rord	rord	arit	1	2(r-1)/6-r	2r-1/(6-r)	(2r-1)/6-r	(2r-1)/(6-r)		Which number is smallest if r equals 2?
rith	rord	rord	arit	1	2/(y-2)	(2/y)-2	2y/(-1-y)	-2(-y/1)		Which number is smallest if y equals 1?
trig	tapl	tapl	trg4	a						AM radio uses amplitude modulation of sine waves; FM radio uses frequency modulation.  Click on the graph that best represents FM.
trig	tapl	tapl	trg5	a						Sums of sine waves can show  overtones which add the richness to sound.   Which of these graphs shows overtones?
trig	tapl	tapl	trig	2	the Golden Mean	pi	prime	e		Arab mathematician Mohammed Ibn Musa wrote that a circle's perimeter was 3 1/7 times its diameter.  What is this special number 3 1/7, called?
trig	tapl	tapl	trig	4	cartography	banking	physics	all of these		Archimedes first computed  (pi).  Which of these professions uses ?
trig	tapl	tapl	trig	3	cubics	tangents	sine waves	logarithms		Electronic musicians use which of these functions in creating compositions?
trig	tapl	tapl	trig	1	sine	electromagnetic	cotangent	exponential		Scientists often use Fourier transforms to simplify complex calculations.  These are the sum of what kind of waves?
trig	tapl	tapl	trig	3	singer	tax collector	surveyor	tailor		Who is most likely to make use of triangulation in his or her profession?
trig	tapl	tapl	trig	1	astronomer	nurse	cashier	biologist		Who is most likely to make use of triangulation in his or her profession?
trig	tapl	tapl	trig	2	lawyer	NASA scientist	computer programmer	flight attendant		Who is most likely to use trigonometry in his or her job?
trig	tapl	tapl	trig	3	abacus	level	protractor	microscope		Your friend was stranded on a sand bar when the tide came in.  Which instrument would you use to figure out how much rope to throw to your friend?
trig	tuni	tuni	trig	3	/2	/3	/6	/12		Translate 30 into radians.
trig	tuni	tuni	trig	1	0	1	1/2			What is sin (0) ?
trig	tuni	tuni	trig	2	0	1	1/2			What is sin (/2) ?
trig	tuni	tuni	trig	4	1	2	-1	0		What is sin (/2) +  cos () ?
trig	tuni	tuni	trig	3	0	1	-1	2		What is sin  + cos  ?
worl	wcon	wcon	meas	1	25	20	32	28	001	About how many centimeters are in 10 inches?
worl	wcon	wcon	meas	2	30	38	42	32	001	About how many centimeters are in 15 inches?
worl	wcon	wcon	meas	3	300	1600	450	1000	001	About how many grams are in 1 pound?
worl	wcon	wcon	meas	4	2000	500	750	900	001	About how many kilograms are in 1 ton?
worl	wcon	wcon	meas	4	10	12	20	16	001	About how many kilometers are in 10 miles?
worl	wcon	wcon	meas	3	10	8	13	18	001	About how many kilometers are in 8 miles?
worl	wcon	wcon	meas	1	15	12	10	16	001	About how many liters are in 4 US gallons?
worl	wcon	wcon	meas	1	3.5	4	6.3	12	001	About how many meters are in 12 feet?
worl	wcon	wcon	meas	4	18	25	38	20	001	About how many yards are in 19 meters?
worl	wcon	wcon	meas	3	500	300	5280	10000	001	How many feet are in one mile?
worl	wcon	wcon	meas	2	20	26	32	14	001	How many liters are in 7 US gallons?
worl	wfor	wffr	lan1	cinq						How much is 1 + 6 - 2 in French?
worl	wfor	wffr	lan1	huit						How much is 12  4 - 2 + 7 in French?
worl	wfor	wffr	lan1	trois						How much is 2 + 5 - 4 in French?
worl	wfor	wffr	lan1	quatre						How much is 2 + 6 x 4  12 in French?
worl	wfor	wffr	lan1	dix						How much is 3 x 6 - 8 in French?
worl	wfor	wfja	lan3	asia8						Click on the Japanese character for eight.
worl	wfor	wfja	lan3	asia5						Click on the Japanese character for five.
worl	wfor	wfja	lan3	asia4						Click on the Japanese character for four.
worl	wfor	wfja	lan3	asia9						Click on the Japanese character for nine.
worl	wfor	wfja	lan3	asia1						Click on the Japanese character for one.
worl	wfor	wfja	lan3	asia7						Click on the Japanese character for seven.
worl	wfor	wfja	lan3	asia6						Click on the Japanese character for six.
worl	wfor	wfja	lan3	asia10						Click on the Japanese character for ten.
worl	wfor	wfja	lan3	asia3						Click on the Japanese character for three.
worl	wfor	wfja	lan3	asia2						Click on the Japanese character for two.
worl	wmon	wmon	sale	3	4	6	9	13		About how many years will it take to double your investment at 8% interest compounded annually?
worl	wmon	wmon	sale	1	10	7	17	13		About how many years will it take to double your investment at 7% interest compounded annually?
worl	wmon	wmon	sale	1	$300	$200	$400	$700		If you buy 100 items at $7.00 each and sell all of them for $10.00 each what is your profit?
worl	wmon	wmon	sale	2	$10	$25	$17	$19		If you buy 25 train sets for a total of $500.00 which price for each will net you a profit for selling them?
worl	wmon	wmon	sale	1	117	180	350	105		If you buy 300 pineapples for $350.00 and sell them for $3.00 each how many must you sell before you recover your investment?
worl	wmon	wmon	sale	4	100	200	260	267		If you buy 500 lbs. of apples for $400.00 and sell them for $1.50 per pound how many pounds must you sell to recover your investment?
worl	wmon	wmon	sale	4	$103	$159	$166	$133		If you invest $100 at 10% interest compounded annually for 3 years about how much money will you have?
worl	wmon	wmon	sale	4	$110	$147	$159	$125		If you invest $100 at 12% interest compounded annually for 2 years about how much money will you have?
worl	wmon	wmon	sale	1	$140	$116	$190	$203		If you invest $100 at 12% interest compounded annually for 3 years about how much money will you have?
worl	wmon	wmon	sale	2	$110	$176	$260	$199		If you invest $100 at 12% interest compounded annually for 5 years about how much money will you have?
worl	wmon	wmon	sale	2	$1500	$1611	$1892	$1430		If you invest $1000 at 10% interest compounded annually for 5 years about how much money will you have?
worl	wmon	wmon	sale	3	$1610	$1809	$1574	$1202		If you invest $1000 at 12% interest compounded annually for 4 years about how much money will you have?
worl	wmon	wmon	sale	3	$30	$40	$45	$50		If you sell a dishwasher for $300.00 how much do you get with a 15% commission?
worl	wmon	wmon	sale	3	100	200	125	145		You bought 1000 lbs. of peaches which will spoil within 8 days.  How many pounds per day must you sell to sell them all in time?
worl	wmon	wmon	sale	2	+$100	-$100	+150	-$50		You bought 200 t-shirts for $600 and could only sell half of them for $5.00 each.  What is your profit?
worl	wmon	wmon	sale	4	-$2000	-$1000	+$2000	+$1000		You bought 400 toys for $1000 and sold half of them for $10.00 each.  What is your profit?
worl	wmon	wmon	sale	3	$1000	$1400	$1250	$1750		You bought 500 posters at $3.00 each and sold all of them for $5.50 each.  What is your profit?
worl	wmon	wmon	sale	3	$15	$50	$150	$500		You bought comic books for $3.50 each and sold them at $5.00 each. How much would you make after selling 100 books?
