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# Solve the inequality x^2+7x-10%2x+4

### Videos

$x\geq \sqrt{2x+4-\left(-10+7x\right)}$

## Step-by-step explanation

Problem to solve:

$x^2+7x-10\geq 2x+4$
1

Moving the term $-10+7x$ to the other side of the inequation with opposite sign

$x^2\geq 2x+4-\left(-10+7x\right)$

$x\geq \sqrt{2x+4-\left(-10+7x\right)}$

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$x^2+7x-10\geq 2x+4$

Inequalities

~ 0.47 seconds