Show all 6: evaluate the exponential function y= -3^(2/3)^x when x=37: find the y-intercept of the function y=12 (4)^x8: what are the shifts of the function y=2 (6)^x+2-59: does the exponential function y=3^(3/4 )^x-1 represent or growth. this is due at midnight

6. At x = 3, we can substitute into the function:

7. The y-intercept is the value of y when x = 0. Substituting x = 0:



8. The base function is , and this is vertically stretched by 2 (as implied by the multiplier of ), shifted left by 2 units (because of the exponent being x+2), and shifted down by 5 units (as shown by the -5 term).

9. This represents decay, since the exponential function's base is 3/4, and this has an absolute value < 1. Bases with absolute value > 1 imply growth.

Step 1: 6x-10=1; step 2: 6x=11