SAT Prep practice test

what is one zero of the equation x^3 - 7x^2 + 3x - 21?

if the triangle is shifted 2 up, and 4 right, what are the new coordinates of the triangle?

if the volume of a box is 1600 in, what could be the sum of the lengths of all the sides?

(x^2)^3 + x^3 + (2x)(x^3) + x^4 = what

a=2b, (1/4)b=8c.  what is a equal to in terms of c?

if the median of 5 #'s is 21, what would the median become if 22 was added to the data set?

what is the equation of the line?

Menu has 2 breads, 3 meats, and 2 cheeses.  If a sandwich has 1 of each, how many dif. combos?

Josh and Mike play jenga 20x.  Josh loses 80% of the time.  How many times has Mike lost?

can an isoceles triangle also be a right triangle?

what is the slope of a line perpendicular to another line, with an equation of y = 2x + 5

Set1 = prime #'s from 1-25, set2 = odd #'s from 1-25.  How many numbers fall in both sets?

if x $ y = xy + x^y + y^x, what does 2 $ 4 equal?

two rect. are similar, and the ratio for the sides =  1:5, what will the ratio be for the area?

20% of 180 is what percent of 252?

Find the probability of flipping a coin 4 times and getting tails 3 times.

if a line has the equation 2x - 3x = 6, what is the y - intercept?

which of the following could be in only quadrants 1, 2 and 3

If 7 √x - 4 = 4 √x + 2

can an equilat. triangle fit into a square and still have all of its points touch the square?

if 5 lines are in a plane, how many intersections between these lines are possible?

3x - y = 8, x + 2y = 5.  Find x + y

Find all the sum of integers of 1-1000?

(circle inside a circle) Area of inner circle = 9 pi, ratio of radii = 1:9, area of big cir.?

isoc. triangle is in a sq. (base of square=base of triangle), square area = 64, find A of tri.