Solve -(v-v^2)/(i-i^2)*x 1000

Evaluate

- \frac{v - v ^{2}}{i - i ^{2}} \times x \times 1000

Evaluate the power

- \frac{v - v ^{2}}{i - ( - 1 )} \times x \times 1000

If a negative sign or a subtraction symbol appears outside parentheses, remove the parentheses and change the sign of every term within the parentheses

- \frac{v - v ^{2}}{i + 1} \times x \times 1000

Divide the terms

More Steps

- \frac{( - i + 1 ) ( v - v ^{2} )}{2} x \times 1000

Multiply the terms

More Steps

- (500 - 500 i) (v - v^{2}) x

Calculate

(- 500 + 500 i) (v - v^{2}) x

Multiply the terms

More Steps

((- 500 + 500 i) v + (500 - 500 i) v^{2}) x

Solution

(- 500 + 500 i) vx + (500 - 500 i) v^{2} x

Simplify the expression