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Review Exam 1 for College Algebra | MATH 101, Exams of Algebra

Material Type: Exam; Class: College Algebra (GM); Subject: Mathematics; University: Harford Community College; Term: Unknown 1989;

Typology: Exams

Pre 2010

Uploaded on 08/19/2009

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Math 101 Exam #1 Review
1) Simplify:
2
16
2) Multiply:
2
(2 3 )x y
3) Divide:
2
3 6
i
i
4) Divide:
3 2
2
1 1
6 9 3
x x x
x x x
5) Factor:
3
3 81x
6) Add: (33i-9) + (5i-6)
7) Add:
2
2
3 4 3
x
x x x
8) Factor:
2
2 41 20x x
9) Simplify:
32 2 2 5 50
10) Subtract:
11) Multiply: (9i+1)(2i-3)
12) Factor:
2
100 200 100x x
13) Simplify without negative exponents:
2
3 9
17 4
5
25
x y
x y
14) Solve:
2 1
3
3 4
x
15) Solve, graph, and put into interval notation:
3 9 18x
16) Solve by the quadratic formula:
2
3 5 2x x
17) Solve:
2 1 1
3 3 3x x x
18) An investment of $14,000 was placed into 2 accounts: one earning 5% interest per
year and the other earning 6.5% interest per year. The interest earned after one
year was $1024. Find how much was invested in each account.
19) Solve, graph, and put into interval notation:
2
6 8x x
20) Solve:
36 5x x
21) Solve by completing the square:
2
4 4x x
22) Solve:
92
17
x
pf2

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Math 101 Exam #1 Review

  1. Simplify: 16 ^2
  2. Multiply: 2 (2 x 3 ) y
  3. Divide:

ii

  1. Divide: 3 2 2

x x x x x x

  1. Factor: (^3) x^3  81
  2. Add: (33i-9) + (5i-6)
  3. Add: (^2)

x x x x

  1. Factor: 2 x^2  41 x  20
  2. Simplify: (^32)  2 2  5 50
  3. Subtract:

2 x 1 x 3

  1. Multiply: (9i+1)(2i-3)
  2. Factor: 100 x^2  200 x  100
  3. Simplify without negative exponents: 3 9 2 17 4

x y x y ^       

  1. Solve:

x  

  1. Solve, graph, and put into interval notation: 3 x^ ^9 ^18
  2. Solve by the quadratic formula: 3 x^2  5 x  2
  3. Solve:

x 3 x 3 x 3

  1. An investment of $14,000 was placed into 2 accounts: one earning 5% interest per year and the other earning 6.5% interest per year. The interest earned after one year was $1024. Find how much was invested in each account.
  2. Solve, graph, and put into interval notation: (^) x^2  6 x  8
  3. Solve: (^) x  36  5 x
  4. Solve by completing the square: (^) x^2  4 x  4
  5. Solve:

x  

Answers

  1. 4 x^2  12 xy  9 y^2 3)

i

x x

2 3( x  3)( x  3 x  9) 6) 38i-

x x x

  1. (2x-1)(x-20) 9) (^)  19 2

x x x

  1. -25i-21 12) 100( x 1)^2

28 26 25 x y 14) x =

 15) (   , 9]  [3, )

  1. x = 2 or x =

 17)  (i.e. no solution) 18) no solution since x = -

  1. (^  , 2)^ ^ (4,^ )^ 20) x = 4 21) x = (^2)  2 2
  2. x = -43 or x = 25