Practice Exam Answers

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Given the function f of x is equal to negative 5 start absolute value x plus 1 end absolute value plus 3 , for what values of x is f of x is equal to negative 12 ?

A
x is equal to negative 2 , x is equal to negative 4
B
x is equal to 2 , x is equal to negative 4
C
x is equal to negative 2 , x is equal to 4
D
x is equal to 2 , x is equal to 4
6

What is the sum of 12 minus 5 i and negative 3 plus 4 i ?

A
9 minus 9 i
B
15 minus 9 i
C
negative 16 plus 63 i
D
9 minus i
7

Which equation represents a graph with a vertex at open paren 1 comma negative 6 close paren ?

A
y is equal to 3 x squared minus 3 x minus 6
B
y is equal to 3 x squared minus 8 x minus 1
C
y is equal to 3 x squared plus 6 x minus 3
D
y is equal to 3 x squared minus 6 x minus 3
8

The product of a non-zero rational number and an irrational number can always be written as

A
a non-repeating, non-terminating decimal.
B
a repeating decimal
C
a terminating decimal.
D
a fraction.
9

Which system of equations is consistent and dependent?

A
5 x plus 4 y is equal to negative 30 3 x minus 9 y is equal to negative 18
B
2 x plus 3 y is equal to negative 6 2 x plus 3 y is equal to negative 12
C
3 x plus 2 y is equal to 3 6 x plus 4 y is equal to 6
D
4 x plus 6 y is equal to 2 4 x plus 6 y is equal to 1
12

Use the zero product property to find the solutions to the equation 2 x squared plus x minus 1 is equal to 2

A
x is equal to negative 3 halves or x is equal to 1
B
x is equal to negative 2 or x is equal to 1 half
C
x is equal to negative 1 half or x is equal to 2
D
x is equal to 1 or x is equal to 3 halves
14

Lionel computed the average rate of change in the depth of a pool over a two-week interval to be zero. Which statement must be true?

A
The pool must have been more shallow at the end of the interval than it was at the start of the interval.
B
The pool must have been empty for the entire interval.
C
The pool must have been the same depth at the start of the interval as it was at the end of the interval.
D
The pool must have been deeper at the end of the interval than it was at the start of the interval.

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