Answer:
Slope of function A is 6 and slope of function B is 3. Slope of A is twice of slope of function B. The relationship between slopes is
Step-by-step explanation:
The function A is,
It can be written as,
It is the slope intercept form like , where m is the slope. On comparing the function A with the slope intercept form, we get the value of slope of function A is 6.
The graph of function B passing through the point (1,4), (-1,-2) and (-2,-5).
If a line passing through the points and , then the slope of line is,
Choose any two points of function B. Let the function B is passing through the points (1,4) and (-1,-2).
The slope of function B is 3.
Since slope of function A is 6 and the slope of function B is 3, so we can say that the slope of function A is twice of slope of function B.