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Magoosh	If jk $$\neq$$0 and (j, k) lies in the xy-coordinate system, in which quadrant does (j, k) lie?(1) jk $$\lt$$ 0(2) j + k $$\gt$$0
Magoosh	Is quadrilateral ABCD a square?Statement #1: A = B = C = 90ºStatement #2: AB = AD
Magoosh	A squirrel climbs a straight wire from point A to point C. If B is the midpoint of AC, how far above the ground is point B?(1) Point C is 40 feet above the ground.(2) x = 60
Magoosh	If B is the midpoint of AC, what is the length of BE?(1) ∠BAE=60°(2) CD = $$\sqrt{2}$$
Magoosh	The numbers a, b, and c are all positive. If $$b^2 + c^2 = 370$$, then what is the value of$$ a^2 + c^2$$?Statement #1: a – b = 3Statement #2:$${ (a + b)\over(a – b)} = 7$$
Magoosh	plane. Does line L pass through the Quadrant II? Statement #1: Line L has a positive slopeStatement #2: At its closest approach, Line L is never closer than 3 units to the origin.
Magoosh	If A is an integer, what is the value of A?Statement #1: 1,000,000 < $$23^A$$ < 10,000,000Statement #2:$${7^{A+2}-7^A\over{48}}=7^A$$
Magoosh	Is a positive?Statement #1:$$ a^6 < a$$Statement #2: $$a^5 < a$$
Magoosh	In a certain class, the ratio of girls to boys is 5:4. How many girls are there?Statement #1: If four new boys joined the class, the number of boys would increase by 20%.Statement #2: If the number of girls increases by 50%, then after such an increase, the probability that a randomly chosen student would be a boy would be$$\frac {8}{23}$$
Magoosh	What is the value of x?(1) w + y = 118(2) 2y - w = 56
Magoosh	A group of N students will be randomly seated in a row of N chairs. What is the probability that Beth, one of the students, will be at the extreme right-hand end of the row?Statement #1: N is an odd prime numberStatement #2: the probability that Steve, another one of the students, is at the extreme left-hand end of the row is$$\frac{1}{13}$$
Magoosh	The numbers D, N, and P are positive integers, such that D < N, and N is not a power of any other positive integer. Is D a prime number?Statement #1: N has exactly four factors, and D is a factor of NStatement #2: $$D = (3^P) + 2$$
Magoosh	Is $$x^2-\frac{4}{3}x+\frac{5}{12}\lt0$$Statement #1:$$ 0 \le x$$Statement #2: x is an integer
Magoosh	In the diagram above, AC = AB, and angle DAB = angle DBC. What is the measure of angle BCD?Statement #1: angle BDC = 2*(angle DAB)Statement #2: AD = BD
Magoosh	Is positive integer n divisible by 4?(1)$$n^2 $$is divisible by 8(2)$$\sqrt{n}$$is an even integer
Ready4	In the figure above, the circumference of circle $Q$ is 4. If the measure of $\angle QAB$ is $50^\circ$ , what is the length of arc $AB$ ?
Ready4	It would take one painter 5 hours to paint the rooms in a house and another painter 4 hours to paint the same rooms. How many hours would it take both painters, working simultaneously at their respective constant rates, to paint the rooms?
	If $${l}_{1} \\| {l}_{2}$$ in the figure above, is x = y? (1) $$p\\|r$$ and $$r\\|t$$ (2) $$q\\|s$$
PREP07 Test 1	If n and m are positive integers, what is the remainder when $$3^{(4n+2+m)}$$ is divided by 10?(1)n=2(2)m=1
Magoosh	What is the value of y?Statement #1:$$3y-1= \sqrt{8y^2-4y+9}$$Statement #2: $$y^2 – 2y – 8 = 0 $$