This week, we will relax a little bit with a quite easy problem AQQ273:

Good luck and try to be among the first ones!
You can write this as x/x = 2x and multiplying both sides by x arrive at x = 2x^2
Rearranging, we get 2x^2 – x = 0 then factoring we get x(2x-1) = 0
For the equation to be zero, either factor must be zero
So, either x = 0 or 2x-1=0 => x=0.5, so the number is either 0 or 0.5
Anything divided by zero is undefined, so strictly-speaking the only solution is 0.5.
You can write this as x/x = 2x and multiplying both sides by x arrive at x = 2x^2
Rearranging, we get 2x^2 – x = 0 then factoring we get x(2x-1) = 0
For the equation to be zero, either factor must be zero
So, either x = 0 or 2x-1=0 => x=0.5, so the number is either 0 or 0.5
Anything divided by zero is undefined, so strictly-speaking the only solution is 0.5.
Brillant reasoning MTF_Walker , fully correct!