The statement the y-intercept for function B is higher than the y-intercept for function A is true.
The y-intercept of a linear function represents the value of the dependent variable (in this case, Y) when the independent variable (X) is equal to zero.
To compare the y-intercepts of functions A and B, we can examine the given data points.
For function A:
When X = -2, Y = -4
When X = -1, Y = -2
When X = 8, Y = 16
To find the y-intercept, we look for the point where X = 0. However, based on the given data, we don't have a specific data point where X is exactly equal to zero.
This is a limitation, and we cannot directly determine the y-intercept for function A from the provided data.
Therefore, none of the given statements about the y-intercepts of functions A and B can be definitively deemed true or false based on the provided information.
To make a comparison, we need more data or the specific equations of functions A and B.