Answer:
To complete the table of inputs and outputs for the function F(x) = -5(x + 7), we need to substitute different values of x into the function and calculate the corresponding outputs.
Let's start by substituting some values for x and calculating the corresponding outputs:
1. When x = -10: F(-10)=-5((-10)+7)=-5(-3) = 15 Therefore, when x = -10, the output is 15.
2. When x = -5: F(-5)=-5((-5) + 7) = -5(2) = -10 Therefore, when x = -5, the output is -10.
3. When x = 0: F(0) = -5((0) + 7) = -5(7) = -35 Therefore, when x = 0, the output is -35.4. When x 3:
F(3) = -5((3) + 7) = -5(10) = -50 Therefore, when x = 3, the output is -50.
Thus, the completed table of inputs and outputs for the function F(x) = -5(x + 7) is as follows:
|x| F(x)|
|-10|15|
|-5|-10 |
|0|-35|
3-50|
This table shows the inputs and corresponding outputs for the given function.
