Solve \dfrac x{-8}\geq-5

Evaluate

d \times \frac{x}{- 8} \geq - 5

Simplify

More Steps

- \frac{d x}{8} \geq - 5

Rewrite the expression

\frac{- d x}{8} \geq - 5

Cross multiply

- d x \geq 8 (- 5)

Simplify the equation

- d x \geq - 40

Divide both sides

\frac{- d x}{- d} \geq \frac{- 40}{- d}

Divide the numbers

x \geq \frac{- 40}{- d}

Divide the numbers

x \geq \frac{40}{d}

Rewrite the inequalities

{x \geq \frac{40}{d} - d > 0 {x \leq \frac{40}{d} - d < 0

Change the signs on both sides of the inequality and flip the inequality sign

{x \geq \frac{40}{d} d < 0 {x \leq \frac{40}{d} - d < 0

Change the signs on both sides of the inequality and flip the inequality sign

{x \geq \frac{40}{d} d < 0 {x \leq \frac{40}{d} d > 0

Calculate

{d < 0 x \geq \frac{40}{d} {x \leq \frac{40}{d} d > 0

Calculate

{d < 0 x \geq \frac{40}{d} {d > 0 x \leq \frac{40}{d}

Solution

d < 0, x \geq \frac{40}{d} d > 0, x \leq \frac{40}{d}

Solve the inequality