Solve int20124v^62

Evaluate

\int 20124 v^{6} \times 2 d v

Multiply the terms

\int 40248 v^{6} d v

Use the property of integral \int k f (x) d x = k \int f (x) d x

40248 \times \int v^{6} d v

Use the property of integral \int x^{n} d x = \frac{x ^{n + 1}}{n + 1}

40248 \times \frac{v ^{6 + 1}}{6 + 1}

Simplify

More Steps

40248 \times \frac{v ^{7}}{7}

Multiply the terms

\frac{40248 v ^{7}}{7}

Solution

\frac{40248 v ^{7}}{7} + C, C \in R

Evaluate the integral