Question

Help!!!!!!! see the reply for the math problem

Answer 1

where?

Answer 2

\[\sqrt{x}+1 =\sqrt{x+15}\]

Answer 3

\[(\sqrt{x} + 1)^{2} = (\sqrt{x+15})^{2}\]

\[x + 1 = x + 15\]

\[x - x = 15 - 1\]

0 = 14 (X)


there is something wrong with your question @bjschultze87 ..

Answer 4

What do you mean something is wrong with my quesiton?

Answer 5

@KyuGeng

Answer 6

are we trying to solve for X ? then, we can't solve it because 0X is not valid. check the question again. :)

Answer 7

yes I'm trying to solve

Answer 8

@whpalmer4 can you help me solve this? \[\sqrt{x} + 1=\sqrt{x+15}\]

Answer 9

it is not solvable. because if you squared the both sides, x + 1 = x + 15 will be d answer. and if you transpose the X to other side, you will get X - X = 0 meaning we do not have to compute for X because there is nothing left.