To complete the function table, we need to substitute the given input values into the function y=2x-4 to find the corresponding output values.
Let's start with the given input value of x=2.
y=2(2)-4 = 0
So the output value for x=2 is 0.
Next, we try x=0.
y=2(0)-4 = -4
So the output value for x=0 is -4.
Similarly, we can calculate the output value for x=-6 as follows:
y=2(-6)-4 = -16
Therefore, the set of output values that correctly complete the function table is:
C) 8,0,-12
Which set of output values correctly complete the function table?
A) 8,2-12
B) 8,0,12
C) 8,0,-12
D) -8, 0 12
Answers to pick from up top.
y=2x - 4
1 answer