Question
What is the value of the function y = 1/8 x - 13 when x = -4 - 16 - 12.5 - 13.5 15
Answers
GPT 3.5
To find the value of the function y = 1/8 x - 13 at each of the given x-values, plug each x-value into the function and solve for y.
1. When x = -4:
y = 1/8(-4) - 13
y = -1/2 - 13
y = -13.5
2. When x = -16:
y = 1/8(-16) - 13
y = -2 - 13
y = -15
3. When x = -12.5:
y = 1/8(-12.5) - 13
y = -1.5625 - 13
y = -14.5625
4. When x = -13.5:
y = 1/8(-13.5) - 13
y = -1.6875 - 13
y = -14.6875
5. When x = 15:
y = 1/8(15) - 13
y = 1.875 - 13
y = -11.125
Therefore, the values of the function y = 1/8 x - 13 at x = -4, -16, -12.5, -13.5 and 15 are -13.5, -15, -14.5625, -14.6875, and -11.125 respectively.
1. When x = -4:
y = 1/8(-4) - 13
y = -1/2 - 13
y = -13.5
2. When x = -16:
y = 1/8(-16) - 13
y = -2 - 13
y = -15
3. When x = -12.5:
y = 1/8(-12.5) - 13
y = -1.5625 - 13
y = -14.5625
4. When x = -13.5:
y = 1/8(-13.5) - 13
y = -1.6875 - 13
y = -14.6875
5. When x = 15:
y = 1/8(15) - 13
y = 1.875 - 13
y = -11.125
Therefore, the values of the function y = 1/8 x - 13 at x = -4, -16, -12.5, -13.5 and 15 are -13.5, -15, -14.5625, -14.6875, and -11.125 respectively.