Question

Solve for x − 7 x + 1 ≥ 22 OR − 10 x + 41 ≥ 81

Answer 1

Upon merging overlapping intervals, the solution for our given inequality would be; x ≤ -3

How to Solve Inequality problems?

We want to solve the inequalities;

−7x + 1 ≥ 22 OR −10x + 41 ≥ 81

First of all, we will solve both of our given inequalities separately, then we will combine the solution of both inequalities.

1) −7x + 1 ≥ 22

Subtract 1 from both sides to get;

-7x ≥ 21

we know dividing or multiplying inequality by a negative number flips inequality. Thus, divide both sides by -7 to get;

x ≤ -3

2) −10x + 41 ≥ 81

Subtract 41 from both sides to get;

-10x ≥ 40

we know dividing or multiplying inequality by a negative number flips inequality. Thus, divide both sides by -10 to get;

x ≤ -4

Upon merging overlapping intervals, the solution for our given inequality would be; x ≤ -3

Read more about Inequality Problems at; brainly.com/question/25275758

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