Solve i^5-8600 v/s i^5-10500

Evaluate

i^{5} - (8600 \times \frac{v}{s}) i^{5} - 10500

Remove the parentheses

i^{5} - 8600 \times \frac{v}{s} \times i^{5} - 10500

Evaluate the power

More Steps

i - 8600 \times \frac{v}{s} \times i^{5} - 10500

Evaluate the power

More Steps

i - 8600 \times \frac{v}{s} i - 10500

Multiply the terms

More Steps

i - \frac{8600 i v}{s} - 10500

Subtract the numbers

i - 10500 - \frac{8600 i v}{s}

Rewrite the expression

- (- i + 10500) - \frac{8600 i v}{s}

Reduce fractions to a common denominator

- \frac{( - i + 10500 ) s}{s} - \frac{8600 i v}{s}

Write all numerators above the common denominator

\frac{- ( - i + 10500 ) s - 8600 i v}{s}

Calculate

\frac{( i - 10500 ) s - 8600 i v}{s}

Solution

- \frac{( 10500 - i ) s + 8600 i v}{s}

Simplify the expression