Quiz At Home

Title: Solve for a Variable in an Equation with Multiple Variables

Grade 6+ Lesson s3-l8

Explanation: Hello Students, time to practice and review. Let us take next 10-15 minutes to solve the ten problems using the Quiz Sheet. Then submit the quiz to get the score. This is a good exercise to check your understanding of the concepts.

Quiz: at Home

Id Name Note

1

Solve for f in the following equation:

14(12 + f) - 6 = 15(e - 2)

A) \$f = (15e - 192) / (14) \$

B) \$f = (15e - 193) / (14) \$

C) \$f = (12e - 192) / (14) \$

D) \$f = (11e - 132) / (11) \$

2

Solve for h in the following equation:

\$3/7( 2h - 6) = 4/7 (w - 4)\$

A) \$ (w/3) - (1/3) \$

B) \$ ((2w)/3) + (1/3) \$

C) \$ ((5w)/3) - (4/3) \$

D) \$ ((2w)/3) - (2/3) \$

3

Solving for p in terms of q and r:

9p + 12q − 15r = 23

A) \$( -11q + 15r + 23 )/9 \$

B) \$( -12q + 13r + 23 )/9 \$

C) \$( -12q + 15r + 23 )/9 \$

D) \$( -12q + 15r + 23 )/9 \$

4

Solve for a in the equation:

\$2.3 a + 12 = -17( a - 4.5c)\$

A) \$ a = ( 76.5c - 12 )/(29.3) \$

B) \$ a = ( 36.5c - 12 )/(19.3) \$

C) \$ a = ( 76.5c - 15 )/(19.3) \$

D) \$ a = ( 76.5c - 12 )/(19.3) \$

5

Solve for j in the following equation:

\$15((3j)/5 - 16) + 4r = 20 + 13k\$

A) \$ (260 + 13k - 14r)/19 \$

B) \$ (160 + 13k - 4r)/9 \$

C) \$ (260 + 10k - 4r)/9 \$

D) \$ (260 + 13k - 4r)/9 \$

6

Solve for s in the following equation: \$2/5( s - 2) = 4/5 (m - 4)\$.

A) s = m + 6

B) s = m - 6

C) s = 2m - 6

D) s = 2m + 6

7

Solve for m in the equation: \$3.5 m + 12 = -7( m - 6p)\$.

A) \$p - 8/7\$

B) \$4p - 8/7\$

C) \$p + 8/7\$

D) \$4p + 8/7\$

8

Solve for p in the following equation:

\$5((3p)/4 - 6) + 7r = - 10 - 3r\$

A) \$(-8r + 16)/3\$

B) \$(8 - 4r)/15\$

C) \$(16 + 8r) /3\$

D) \$(8 + 4r)/5\$

9

Solve for c in the equation:

6.8 ( c - 3) = 11d + 12.9

A) \$c = (11d - 33.3)/(6.8)\$

B) \$c = (11d + 33.3)/(6.8)\$

C) \$c = (6.8d + 33.3)/(11)\$

D) \$c = (6.8d + 33.3)/(11)\$

10

Solve for o in the following equation:

11o - 7.5 + 10.4 q = 22o + 22 + 6.6 q

A) \$o = (11q + 29.5)/(3.8)\$

B) \$o = (3.8q + 29.5)/(11) \$

C) \$o = (3.8 q - 29.5)/(11) \$

D) \$o = (11q - 29.5)/(3.8) \$

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