Question

Complete the process of solving the equation. Fill in all missing terms and select all missing descriptions. Simplify any fractions. – 8c–10+4c= – 6c+8 – 4c–10= – 6c+8 Add -8c to both sides Subtract -8c from both sides Multiply both sides by -8c Divide both sides by -8c Combine like terms –10=8 Add 6c to both sides 2c=18 Add 10 to both sides Subtract 10 from both sides Multiply both sides by 10 Divide both sides by 10 Apply the distributive property c= 9 Divide both sides by 2

Answer 1

Answer:

Step-by-step explanation:

WE willl solve the question for the following equation $-8c-10+4c=-6c+8$

1. Add 8c on both sides

$8c-8c-10+4c = 8c-6c+8$

$-10+4c = 2c+8$

2. Add 10 on both sides

$10-10+4c = 10+2c+8$

$4c = 2c+18$

3. Substract 2c on both sides

$4c-2c = 2c+18-2c$

$2c =18$

4. Divide both sides by 2

$\frac{2c}{2}=\frac{18}{2}$

$c=2$

Then, the equation is solved.

Answer 2

Answer:

c = 9

Step-by-step explanation:

WE willl solve the question for the following equation

-8c - 10 + 4c = - 6c + 8

we collect the like terms

$8c-8c-10+4c = 8c-6c+8$

$8c-8c-10+4c = 8c-6c+8-10+4c = 2c+8$

$10-10+4c = 10+2c+8 4c = 2c+18$

$4c-2c = 2c+18-2c 2c =18$

c = 18 / 2

c = 9