Find the error in the following proof that 2 = 1. consider the equation a = b. multiply both sides by a to obtain a 2 = ab. subtract b 2 from both sides to get a 2 − b 2 = ab − b 2 . now factor each side, (a + b)(a − b) = b(a − b), and divide each side by (a − b) to get a + b = b. finally, let a and b equal 1, which shows that 2 = 1.

You can't divide by zero

Explanation:

The error appears when you divide each side by (a - b). If a = b, then (a - b) = 0 and you can't divide each side by 0. Moreover, the equation before division, that is, (a + b)(a − b) = b(a − b) is true after replacing (a - b) = 0  because it gives 0 = 0.

d would be the most obvious choice to this question. leaders are supposed to herd their underlings like a shepherd to sheep. a leader should also listen to others when they are talking to one other to gain a better understanding of their mission and surroundings.

explanation:

answer:

ya

explanation:

sure ill do it