For each table, find the output value that corresponds to an input value of 0.
Chart;
Input Output;
-5 (negative) 22 (positive)
-2 (negative) 10 (positive)
1 (positive) -2 (negative)
4 (positive) -14 (negative)
7 (positive) -26 (negative)
I am going to guess it looks like a straight line.
y = m x + b
to find the slope m
m = (Y2-Y1)/(X2-X1) for any to points if it really is a line.
take the last two points
m = (-26 + 14) / (7-4) = -12/3 = -4
put in a point to get b
y = -4x + b
22 = -4(-5) + b
b = 2
so if it is a straight line then
y = -4x + 2
check that in the other points to make sure they all lie on the line
then for x = 0
y = 2
To find the output value that corresponds to an input value of 0, we need to look for the row in the table where the input value is 0.
Looking at the given table:
Input Output
-5 22
-2 10
1 -2
4 -14
7 -26
We can see that there is no row with an input value of 0. Therefore, there is no corresponding output value for an input value of 0 in this table.