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Practice Exam Test Questions - Basic Algebra | MAT 0024, Exams of Algebra

Material Type: Exam; Class: Basic Algebra; Subject: MAT, Mathematics; University: Manatee Community College; Term: Unknown 1989;

Typology: Exams

Pre 2010

Uploaded on 08/18/2009

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MAT 0024 Practice Exit Test
1. Simplify: 210248
รท
โˆ’รทโˆ’
A. 4 B. 1 C. โ€“3 D. โ€“4
2. Simplify:
()
426 2รทโˆ’
A. 8 B. 4 C. 2 D. 1
3. Simplify: =โˆ’โˆ’โˆ’ 58
A. โ€“13 B. โ€“3 C. 3 D. 13
4. Simplify:
()
[]
192
+
+โˆ’ xx
A. 1820 +x B. 220
+
x
C. 220 โˆ’โˆ’ x D. 1820
โˆ’
โˆ’
x
5. Evaluate the given expression when w = โ€“2.
853 2โˆ’+ ww
A. 14 B. โ€“6 C. โ€“11 D. โ€“30
6. Solve for x:
()
115532
โˆ’
=+ xx
A. 21โˆ’=x B. 16
โˆ’
=
x
C. 11
21
โˆ’=x D. 1
โˆ’
=
x
7. Solve for x: xx 236
2
1+=+
A. 3=x B. 2
=
x
C. 0=x D. 3
โˆ’
=
x
pf3
pf4
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MAT 0024 Practice Exit Test

  1. Simplify: 8 โˆ’ 4 รท 2 โˆ’ 10 รท 2

A. 4 B. 1 C. โ€“3 D. โ€“

2. Simplify: ( 6 โˆ’ 2 ) 2 รท 4

A. 8 B. 4 C. 2 D. 1

  1. Simplify: โˆ’ 8 โˆ’โˆ’ 5 =

A. โ€“13 B. โ€“3 C. 3 D. 13

4. Simplify: โˆ’ 2 [ x + 9 ( x + 1 )]

A. 20 x + 18 B. 20 x + 2

C. โˆ’ 20 x โˆ’ 2 D. โˆ’ 20 x โˆ’ 18

  1. Evaluate the given expression when w = โ€“2.

3 w^2 + 5 w โˆ’ 8

A. 14 B. โ€“6 C. โ€“11 D. โ€“

6. Solve for x : 2 ( 3 x + 5 ) = 5 x โˆ’ 11

A. x =โˆ’ 21 B. x =โˆ’ 16

C.

x = โˆ’ D. x =โˆ’ 1

  1. Solve for x : x 6 3 2 x 2

A. x^ =^3 B. x =^2

C. x = 0 D. x =โˆ’ 3

  1. Solve for x : 5 w + 4 x = 7 k

A.

7 k 5 w x

= B. x = 3 kw

C.

7 k 5 w x

= D. x = 7 k โˆ’ 5 w

  1. Solve: 2 x + 1 < 3 x + 4

A. x < 3 B. x > 3

C. x <โˆ’ 3 D. x >โˆ’ 3

  1. If 4 times a number is increased by 7, the result is 15 less than the square of the number. Choose the equation that could be used to find this number.

A. 4 x + 7 = 15 โˆ’ x^2 B. 4 ( x + 7 )= x^2 โˆ’ 15

C. 4 x + 7 = x^2 โˆ’ 15 D. 11 x = x^2 โˆ’ 15

  1. The length of a rectangle is 2 feet more than the width. The perimeter of the rectangle is 20 feet. Find the length.

A. 4 feet B. 6 feet C. 9 feet D. 11 feet

  1. Identify the proportion listed below that solves this problem.

A car can travel 189 miles on 9 gallons of gasoline. How far can the car travel on 13 gallons?

A.

9 x = B. 9 13

189 x

C.

189 x = D. 9

x

  1. Simplify: ( 3 x^2 + 2 x โˆ’ 6 ) โˆ’( x^2 โˆ’ x + 2 )

A. 2 x^4 + 3 x^2 โˆ’ 8 B. 2 x^2 + x โˆ’ 4

C. 2 x^2 + 3 x โˆ’ 4 D. 2 x^2 + 3 x โˆ’ 8

  1. Simplify: 4 x^3 ( 2 x^2 โˆ’ 7 )

A. 8 x^5 โˆ’ 28 x^3 B. 8 x^6 โˆ’ 7

C. 6 x^5 โˆ’ 28 x^3 D. 8 x^6 โˆ’ 28 x^3

20. Simplify: ( 5 x โˆ’ 9 )( x + 6 )

A. 5 x^2 + 39 x โˆ’ 54 B. 5 x^2 + 21 x โˆ’ 3

C. 5 x^2 โˆ’ 3 x โˆ’ 15 D. 5 x^2 + 21 x โˆ’ 54

  1. Factor completely: x^2 โˆ’ 4 x + 2 xy โˆ’ 8 y

A. ( x + 4 )( x + 2 y ) B. ( x + 4 )( x โˆ’ 2 y )

C. ( x โˆ’ 4 )( x + 2 y ) D. ( x โˆ’ 4 )( x โˆ’ 2 y )

  1. Factor completely: 4 x^2 โˆ’ 9

A. ( 2 x^2 + 3 )( 2 x^2 โˆ’ 3 ) B. ( 2 x + 3 )( 2 x โˆ’ 3 )

C. ( 2 x + 1 )( 2 x โˆ’ 9 ) D. ( 2 x โˆ’ 3 )( 2 x โˆ’ 3 )

  1. Identify a factor of the trinomial below.

x^2 โˆ’ 9 x + 20

A. ( x + 5 ) B. ( x + 4 )

C. ( x โˆ’ 5 ) D. ( x โˆ’ 10 )

  1. Identify a factor of the trinomial below.

5 x^2 โˆ’ 9 x โˆ’ 2

A. ( 5 x + 2 ) B. ( 5 x + 1 )

C. ( x + 2 ) D. ( x + 1 )

  1. Simplify: 4

x

x

A.

x โˆ’

B.

x +

C. x โˆ’ 2 D. x + 2

  1. Simplify: 4 16 15

2

2

โˆ’ +

x x

x x

A.

x

x B. 2 3

x

x

C.

x

x D. 4 ( 4 )

x

x

  1. Solve: x^2 โˆ’ 5 x + 6 = 0

A. x = 2 , x = 3 B. x = โˆ’ 2 , x =โˆ’ 3

C. x = 1 , x = 6 D. x = โˆ’ 1 , x = 6

  1. Solve: 3 a^2 + 14 a + 8 = 0

A. , 4

a = โˆ’ a =โˆ’ B. , 4 3

a = a =

C. , 4

a = โˆ’ a =โˆ’ D. , 2 3

a = โˆ’ a =โˆ’

  1. Find the graph that best matches the given linear equation.

y = 3 x + 2

A. C.

B. D.

Answers

  1. B
  2. B
  3. C
  4. D
  5. B
  6. A
  7. B
  8. C
  9. D
  10. C
  11. B
  12. B
  13. C
  14. B
  15. A
  16. D
  17. B
  18. D
  19. A
  20. D
  21. C
  22. B
  23. C
  24. B
  25. B
  26. A
  27. A
  28. A
  29. C
  30. A
  31. B
  32. C
  33. C
  34. A
  35. D