what is the value of h and k, describe the transformation on the parent function. y = 4^(x + 3) - 1 answer…

what is the value of h and k, describe the transformation on the parent function. y = 4^(x + 3) - 1 answer attempt 1 out of 2 h = -3, k = 1 h = 3, k = -1 h = -3, k = -1

what is the value of h and k, describe the transformation on the parent function. y = 4^(x + 3) - 1 answer attempt 1 out of 2 h = -3, k = 1 h = 3, k = -1 h = -3, k = -1

Answer

Explanation:

Step1: Recall the transformation form

The general form of an exponential - type function transformation is $y = a^{x - h}+k$. Given the function $y = 4^{(x + 3)}-1$, we can rewrite it as $y=4^{x-(-3)}-1$.

Step2: Identify the values of h and k

Comparing $y = 4^{x-(-3)}-1$ with $y = a^{x - h}+k$, we can see that $h=-3$ and $k = - 1$.

Answer:

$h=-3,k=-1$