1. The problem statement, all variables and given/known data (For those values of x for which a solution exists), solve the following equation for y 3e^(2y−8) = (2x^5)−3 2. Relevant equations 1. xln e= x 3. The attempt at a solution 1.3e^(2y−8) = (2x^5)−3 2.e^(2y−8) = ((2x^5)−3)/3 3.(2y-8)ln e = (ln (2x^5)-3)/3 4.(2y-8) = (ln (2x^5)-3)/3 5.y= ((ln (2x^5)-3/6)+8 this answer was wrong just wondering where i went wrong??