To find the range of the function y = (3/4)x + 17 when the domain is {-12, -4, 8}, we need to substitute each value from the domain into the function to find the corresponding y values.
1. For x = -12:
y = (3/4)(-12) + 17
y = -9 + 17
y = 8
2. For x = -4:
y = (3/4)(-4) + 17
y = -3 + 17
y = 14
3. For x = 8:
y = (3/4)(8) + 17
y = 6 + 17
y = 23
So, with the given domain {-12, -4, 8}, the corresponding range values are {8, 14, 23}. Therefore, the range of the function y = (3/4)x + 17 when the domain is {-12, -4, 8} is {8, 14, 23}.
I hope it helps you
