Question

Find the solution to the equation :- \[\Large{2^{|x+2|}-|2^{x+1}-1|=2^{x+1}+1}\]

Answer 1

@imqwerty

Answer 2

@ParthKohli

Answer 3

case 1: \(x \ge -1\). \[2^{x+2} - 2^{x+1} + 1=2^{x+1}+1\]and so on

Answer 4

that's the best way to do these problems.
make cases

Answer 5

yes i did & i was able to make the case of \(x+2\ge0\) & \(x+1\ge0\) but not the 2nd case