There are 15 balls in a box: 8 balls are green, 4 are blue and 3 are white. Then 1 green and 1 blue balls are taken from the box and put away. What is the probability that a blue ball is selected at random from the box?
Answer
3/13
4/13
3/15
4/15
2/13
Question 2
Question
The length of a rectangle is 3 times its width. If the width of the rectangle is 5 inches, what is the rectangle's area, in square inches?
Answer
15
75
40
30
20
Question 3
Question
If the hypotenuse of a right triangle is 10 inches long and one of its legs is 5 inches long, how long is the other leg?
Answer
5
10 - √5
75
5√5
5√3
Question 4
Question
A circle with center (4,-5) is tangent to the y-axis in the standard (x,y) coordinate plane. What is the radius of this circle?
Answer
4
5
√(41)
16
25
Question 5
Question
Angle A is an acute angle and sin(A) = 11/14. What is the value of cos(A)?
Answer
3/14
√3 / 14
5√3 / 14
√(3/14)
5/14
Question 6
Question
What are the values of a and b, if any, where - a|b + 4| > 0?
Answer
a > 0 and b ≠ -4
a > 0 and b ≠ 4
a < 0 and b ≥ -4
a < 0 and b ≠ -4
a < 0 and b ≤ -4
Question 7
Question
In a shipment of televisions, 1/50 of the televisions are defective. What is the ratio of defective to non defective televisions?
Answer
1/200
50/1
49/1
1/50
1/49
Question 8
Question
Which of the following is divisible (with no remainder) by 4?
Answer
214133
214395
952217
322569
510056
Question 9
Question
If 8y = 3x - 11, then x =
Answer
(88/3) y
(8y + 11)/3
(8y - 11)/3
(8/3) y - 11
(8/3) y + 11
Question 10
Question
Which of the statements describes the solution set for -2(x + 8) = -2x + 20?