Question

W – 43 ≥ 47
Please add work to this

Answer 1

Answer: W > 90

Step-by-step explanation:
We want W (or anything we are trying to find a value for) to be by itself on one side of the equation. Since -43 and 47 are like terms and can be combined, we want to bring them together. To do this, we want to cancel out -43 because W and -43 are not like terms. To cancel out -43, we must add +43, because -43+43=0. Whatever we do to one side of an equation we must to do another, so we add +43 on the other side of the equation as well, making it W > 47 + 43, which equals W > 90.

Answer 2

Answer: W ≥ 90

Step-by-step explanation:

To solve the inequality W - 43 ≥ 47, we need to isolate the variable W on one side of the inequality.

W - 43 ≥ 47

Add 43 to both sides of the inequality:

W - 43 + 43 ≥ 47 + 43

Simplify:

W ≥ 90

Therefore, the solution to the inequality is W ≥ 90.