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Practice Test 2 Review Problems - DSPM 800-303 | DSPM 0800, Exams of Algebra

Material Type: Exam; Class: DSPM 800-303; Subject: Developmental Studies Math; University: Nashville State Technical Community College; Term: Unknown 1989;

Typology: Exams

Pre 2010

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DSPM 0800
Test 2
Review
Solve the equation.
1) b - 8 = 4
2) 8p - 12 = 7p + 1
3) 0.200x - 6 = 1.200x
4) -5a + 4 + 6a = 8 - 23
5) 5(y + 8) = 6(y - 5)
6) - 3
7p = - 1
6
7) 18x - 9x + 7x = 32
8) 7n - 10 = 18
9) 6(x + 4) = (6x + 24)
10) 4(x + 4) = (4x +23)
11) 0.8x - 0.4(20 + x) = 0.4(20)
12) 1
2(6x - 10) = 1
5(25x - 15)
13) -(5y + 7) - (-4y + 6) = 7
Translate the sentence into an equation
using the variable x. DO NOT SOLVE.
14) Three times a number equals six
less than four times the number.
15) If six times a number is subtracted
from seven times the number, the
result is nine.
Solve the problem.
16) One half of a number is 3 more than
one-sixth the same number. What is
the number?
17) When a number is divided by 4, the
result is -6. What is the number?
18) A high school graduating class is
made up of 456 students. There are
88 more girls than boys. How many
boys are in the class?
19) The sum of the measures of the
angles in any triangle is 180
degrees. In triangle ABC, angles A
and B have the same measure,
while angle C is 144 degrees larger
than each of the other two angles.
Find the measure of angle C.
20) Which of the following would not be
a reasonable answer in an applied
problem that requires finding the
number of cars parked in a parking
lot?
(i) -12 (ii) 64 (iii) 46 (iv) 5
A formula is given along with the values of all
but one of the variables in the formula. Find
the value of the variable not given. If
necessary, round the answer to the nearest
hundreth.
21) V = 4
3r3; r = 2, = 3.14
22) A = 1
2(b + B)h; A = 128, b = 12, B =
20
Solve the formula for the specified variable.
23) A = 1
2bh for b
24) S = 2rh + 2r2 for h
Express the phrase as a ratio in lowest
terms.
25) 18 miles to 12 miles
1
pf3
pf4

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DSPM 0800 Test 2 Review Solve the equation.

  1. b - 8 = 4

  2. 8p - 12 = 7p + 1

  3. 0.200x - 6 = 1.200x

  4. -5a + 4 + 6a = 8 - 23

  5. 5(y + 8) = 6(y - 5)

6) -^3

p = -^1 6

  1. 18x - 9x + 7x = 32

  2. 7n - 10 = 18

  3. 6(x + 4) = (6x + 24)

  4. 4(x + 4) = (4x +23)

  5. 0.8x - 0.4(20 + x) = 0.4(20)

(6x - 10) =^1 5

(25x - 15)

  1. -(5y + 7) - (-4y + 6) = 7

Translate the sentence into an equation using the variable x. DO NOT SOLVE.

  1. Three times a number equals six less than four times the number.

  2. If six times a number is subtracted from seven times the number, the result is nine.

Solve the problem.

  1. One half of a number is 3 more than one-sixth the same number. What is the number?

  2. When a number is divided by 4, the result is -6. What is the number?

  3. A high school graduating class is made up of 456 students. There are 88 more girls than boys. How many boys are in the class?

  4. The sum of the measures of the angles in any triangle is 180 degrees. In triangle ABC, angles A and B have the same measure, while angle C is 144 degrees larger than each of the other two angles. Find the measure of angle C.

  5. Which of the following would not be a reasonable answer in an applied problem that requires finding the number of cars parked in a parking lot? (i) -12 (ii) 64 (iii) 46 (iv) 5

A formula is given along with the values of all but one of the variables in the formula. Find the value of the variable not given. If necessary, round the answer to the nearest hundreth.

  1. V =^4 3

r^3 ; r = 2,  (^) = 3.

22) A =^1

(b + B)h; A = 128, b = 12, B =

20

Solve the formula for the specified variable.

  1. A =^1 2

bh for b

  1. S = 2rh + 2r^2 for h

Express the phrase as a ratio in lowest terms.

  1. 18 miles to 12 miles

1

Tell which brand is the better buy.

  1. Brand X 20 oz for $5.00 Brand Y 16 oz for $3.

  2. Brand X 4 oz for $0.44 Brand Y 6 oz for $0.

Decide whether the proportion is true or false.

  1. 6 7

=^30

=^18

Solve the equation.

  1. x 32

y

= r 11

x + 3

Solve the problem.

  1. If a boat uses 19 gallons of gas to go 76 miles, how many miles can the boat travel on 76 gallons of gas?

  2. If 4 hours are required to type 12 pages, how many hours would be required to type 21 pages?

  3. A woman has $1.70 in dimes and nickels. She has 2 more dimes than nickels. How many nickels does she have?

  4. A woman has $1.70 in dimes and nickels. She has 10 more nickels than dimes. How many dimes does she have?

Solve the problem.

  1. A convention manager finds that she has $1370 made up of twenties and fifties. She has a total of 46 bills. How many fifty-dollar bills does the manager have?

  2. A cashier has a total of 124 bills made up of fives and tens. The total value of the money is $770. How many ten-dollar bills does the cashier have?

  3. From a point on a straight road, two cars are driven in opposite directions, one at 52 miles per hour and the other at 31 miles per hour. In how many hours will they be 249 miles apart?

  4. From a point on a straight road, John and Fred ride bicycles in same direction. John rides 7 miles per hour and Fred rides 13 miles per hour. In how many hours will they be 60 miles apart?

  5. Jill is 22.5 kilometers away from Joe. Both begin to walk toward each other at the same time. Jill walks at 1.5 km/hr. They meet in 5 hours. How fast is Joe walking?

  6. Roberto invested some money at 6%, and then invested $4000 more than twice this amount at 11%. His total annual income from the two investments was $3800. How much was invested at 11%?

LH04M

Answer Key Testname: DSPM0800TEST2REVIEW

  1. {all real numbers}

  2. {no solution}

  3. {40}

  4. {-1}

  5. {-20}

  6. 3x = 4x - 6

  7. 7x - 6x = 9

  8. 9

  9. 184 boys

  10. 156 degrees

  11. i

  12. 8

  13. b = 2A h

  14. h = S - 2

r 2 r

  1. 3 2

  2. Brand Y

  3. Brand X

  4. TRUE

  5. FALSE

  6. 14

  7. 2

  8. 11 2

  9. 41 5

  10. 304 miles

  11. 7 hours

  12. 10 nickels

  13. 8 dimes

  14. 15 fifty-dollar bills

  15. 30 ten-dollar bills

  16. 3 hours

  17. 10 hours

  18. 3 km/hr

  19. $28,

  20. $1,000 at 2% and $2,000 at 4%

  21. x > 3

  22. x ^ -

  23. -1 < x < 3

  24. (-, -2]

             

  1. (-3, 1)

             

  1. (-, 24)
  2. (-3, )

     

  1. (7, )

    

  1. (-, 4]

      

  1. (2, 8]

                    

  1. [3, 7]

                    

  1. (2, 6]

                    

1