v(9v+7)-v(v+2)

asked by guest
on Mar 15, 2025 at 12:59 pm



You asked:

Evaluate the expression: v(9v+7)−v(v+2)v \left(9 v + 7\right) - v \left(v + 2\right)

MathBot Answer:

Evaluated



v(9v+7)−v(v+2)=v(9v+7)−v(v+2)\displaystyle v \left(9 v + 7\right) - v \left(v + 2\right) = v \left(9 v + 7\right) - v \left(v + 2\right)

Expanded

v(9v+7)−v(v+2)=8v2+5vv \left(9 v + 7\right) - v \left(v + 2\right) = 8 v^{2} + 5 v

Factored

v(9v+7)−v(v+2)=v(8v+5)v \left(9 v + 7\right) - v \left(v + 2\right) = v \left(8 v + 5\right)

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