Solution Sets

Practice Questions

SAT Math › Solution Sets

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1

Solve _x_2 – 48 = 0.

2

Solve _x_2 – 48 = 0.

3

Solve and describe your answer in both inequality notation and interval notation:

$10< -3a+10\leq 34$

4

What is the sum of all solutions to the equation

$\dpi{100} \small |x+3| = 10$ ?

5

Solve and describe your answer in both inequality notation and interval notation:

$10< -3a+10\leq 34$

6

What is the sum of all solutions to the equation

$\dpi{100} \small |x+3| = 10$ ?

7

The set contains all multiples of . Which of the following sets are contained within ?

I. The set of all multiples of .

II. The set of all multiples of .

III. The set of all multiples of .

8

$0.1(x-5)+0.03(2x+5)=0.5(x)$

9

Using the ordered pairs listed below, which of the following equations is true?

(0, –4)

(2, 0)

(4, 12)

(8, 60)

10

The set contains all multiples of . Which of the following sets are contained within ?

I. The set of all multiples of .

II. The set of all multiples of .

III. The set of all multiples of .

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