Question

Решите неравенство -8x-5(-3-10x)≥-2x-3

Answer 1

-8x-5(-3-10x)≥-2x-3
-8x+15+50x≥-2x-3
44x≥-18
x≥-9/22

Answer 2

I can help you with math problems. To solve this inequality, we need to simplify it first. We can do this by expanding the brackets, collecting like terms, and moving all the terms to one side. Here are the steps:

- Expand the brackets: $$-8x - 5(-3 - 10x) \geq -2x - 3$$ - Simplify the left side: $$-8x + 15 + 50x \geq -2x - 3$$ - Collect like terms: $$42x + 15 \geq -2x - 3$$ - Move all the terms to one side: $$44x + 18 \geq 0$$ - Divide both sides by 44: $$x + \frac{9}{22} \geq 0$$ - Subtract $\frac{9}{22}$ from both sides: $$x \geq -\frac{9}{22}$$

The final answer is $$x \geq -\frac{9}{22}$$, which means that any value of x that is greater than or equal to $-\frac{9}{22}$ will satisfy the inequality.Ответь+подробно.+Решите+неравенство++-8x-5(-3-10x)≥-2x-3