solve for f.\n4 = 2f + 8(6 - 3f)\nf =

solve for f.\n4 = 2f + 8(6 - 3f)\nf =

solve for f.\n4 = 2f + 8(6 - 3f)\nf =

Answer

Explanation:

Step1: Expand the expression

$$4 = 2f+48 - 24f$$

Step2: Combine like terms

$$4=(2f - 24f)+48$$ $$4=- 22f+48$$

Step3: Isolate the term with (f)

Subtract (48) from both sides: $$4 - 48=-22f+48 - 48$$ $$-44=-22f$$

Step4: Solve for (f)

Divide both sides by (-22): $$f=\frac{-44}{-22}$$

Answer:

(2)