Question

Solve the inequality 8+8(x+5)≥40

Answer 1

X≥-1

Explanation:

i solved it out for you

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Answer 2

`x\geq - (1)/(2) \\`

Explanation:

`8 + 8(8x + 5) \geq40`

Expand the terms in the bracket

That's

`8 + 16x + 40\geq40 \\ 16x + 48\geq40`

Subtract 48 from both sides of the inequality

`16x + 48 - 48\geq40 - 48 \\ 16x\geq - 8`

Divide both sides by 16

`(16x)/(16) \geq - (8)/(16) \\`

We have the final answer as

`x\geq - (1)/(2) \\`

Hope this helps you