Karl attempts to solve the exponential equation 3 . 27 = algebraically and then checks the solution graphically. Karl's two methods arrive at different solutions, as shown below. 3 . (2") = . 3 . (25) = 3 . 2" = = = 2" -2 Where did Karl make an error and what is the correct solution. Select all the statements that describe the situation. The error is that the curve y = 3 - 2* is graphed to high The error is that # - 2-' not 2" The error is that Karl cannot multiply both sides of the equation by The correct solution is a -3 The error is that _ -2, not 24. The correct solution is a - 3 The error is that the line / = , is graphed too News