AI-generated answer
Part A:
- Substitute m = 2:
7(2) − 11 = 5(2) + 43
14 - 11 = 10 + 43
3 ≠ 53 (False)

- Substitute m = 27:
7(27) − 11 = 5(27) + 43
189 - 11 = 135 + 43
178 ≠ 178 (False)

- Substitute m = 54:
7(54) − 11 = 5(54) + 43
378 - 11 = 270 + 43
367 ≠ 313 (False)

- Substitute m = 86:
7(86) − 11 = 5(86) + 43
602 - 11 = 430 + 43
591 ≠ 473 (False)

Therefore, the integers 2, 27, 54, and 86 from the solution set make the equation false.

Part B:
I determined which values make the equation false by plugging each integer from the solution set into the equation and comparing the results on both sides. If the values are not equal, the equation is false for that specific integer.