Algebra 1 - Poudre School District



Algebra 1 Name _________________________________

Review for Final Exam Multiple Choice

Solve the equation.

1) [pic] a) 9 b) -4 c) -3 d) 12

Solve and graph the inequality.

2) [pic]

Find the slope of the line though the pair of points.

3) L(8, -3) and K(2, 9) a) -2 b) 2 c) [pic] d) [pic]

Find the x and y intercepts of the line.

4) [pic] a) (-6, 0) and (0, -42) b) (-42, 0) and (0, -6)

c) (-7, 0) and (0, -1) d) (-1, 0) and (0, -7)

5) Multiply. 6) Multiply.

(x – 5)(x + 2) (x + 4)2

a) x2 + 3x – 10 b) x2 – 3x – 10 a) x2 + 16 b) x2 + 8x + 8

c) x2 – 1x + 10 d) x2 – 3x + 10 c) x2 + 8x + 16 d) x2 – 16

7) Find the linear inequality shown in the graph.

a) [pic]

b) [pic]

c) [pic]

d) [pic]

8) Solve the proportion for c. [pic] a) -1 b) -3.5 c) 6.5 d) -2

9) Which quadratic equation represents the graph below?

a) [pic]

b) [pic]

c) [pic]

d) [pic]

(Parent Function)

10) You traveled 80 miles in 1.3 hours. Approximately how many miles will you travel in 4 hours?

a) 320 b) 245 c) 15 d) 80

11) Convert 40 feet per minute to miles per hour.

a. [pic] b. [pic] c. [pic] d. [pic]

[pic]

12) Determine the Leading Coefficient and the constant of the expression: [pic].

a. Leading Coefficient is – 4 and the constant is 6.

b. Leading Coefficient is – 3 and the constant is -4.

c. Leading Coefficient is 6 and the constant is - 3.

d. Leading Coefficient is – 3 and the constant is 6.

13) Use the formula C = 2[pic]r, where C is circumference, 2[pic] is a constant and r is radius to solve for r.

a. [pic] b. [pic]

c. r = C - [pic] d. r = [pic]

14) Which of the following is/are example(s) of function(s)?

Relation 1 Relation 2

Relation 3 Relation 4

[pic]

a) only Relation 1 b) Only Relation 2 c) Relations 1 and 3 d) Relations 2 and 4

15) Write the function in vertex form.

[pic] a) [pic]

b) [pic]

c) [pic]

d) [pic]

16) Identify the ordered pair that represents the solution to the following systems of equations.

[pic] a) (3, -2) b) (-2, -3)

c) (-3, 3) d) (-2, 3)

17) Solve the following quadratic equation: [pic]

a) x = 6, x = 5 b) x = -6, x = 5

c) x = 6, x = 5 d) x = -5, x = -6

18) Simplify. [pic]

a) 2 b) 512 c) 64 d) -64

19) Rewrite [pic] in radical form.

a) [pic] b) [pic] c) [pic] d) [pic]

20) Let n = the term number in the sequence.

Let A(n) = he value of the nth term of the sequence.

Choose the function that represents the following sequence:

28, 24, 20, 16, ….

a) A(n) = -4 + 28n b) A(n) = 28 + (n – 1)(-4)

c) A(n) = -28 + (n – 1)(4) d) A(n) = 4 – 28n

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