Answer:
Slope of the given function represented by the table values is, -2
Explanation:
To find slope of the given function represented by the table values.
Formula for slope is given by:

As per the statement:
From the given tables:
Consider two values i.e
(-2, 10) and (0, 6)
Substitute these points in [1] we have;

Therefore, the slope of the given function represented by the table values is, -2