solve for v. reduce any fractions to lowest terms. dont round your answer, and dont use mixed fractions…

solve for v. reduce any fractions to lowest terms. dont round your answer, and dont use mixed fractions. -42v + 33 < 8v + 91

solve for v. reduce any fractions to lowest terms. dont round your answer, and dont use mixed fractions. -42v + 33 < 8v + 91

Answer

Explanation:

Step1: Move variable terms to one - side

Subtract $8v$ from both sides: [-42v - 8v+33<8v - 8v + 91] [-50v+33<91]

Step2: Move constant terms to the other - side

Subtract 33 from both sides: [-50v+33 - 33<91 - 33] [-50v<58]

Step3: Solve for (v)

Divide both sides by - 50. Remember to reverse the inequality sign when dividing by a negative number: [v>\frac{58}{-50}] Simplify the fraction: [v>-\frac{29}{25}]

Answer:

(v>-\frac{29}{25})