Question

This is the answer to a question on my test, but I want to know if it's too close to this other answer I found on the internet (AFTER I ANSWERED MY QUESTION).

Answer 1

x < 0y = 6x + 2 is a straight line with slope of +6 and intercept 2. x > 0 y is a straight line with slope -6 and intercept 2. The intercept 2 is the value of the function with x = 0. The graph has two rays that can be called branches. One branch has a ray with the point (0,2) and the second point is (-1/3), 0. Then the second branch has the point (0,2) and the second point is (1/3), 0. If it is, please tell me how I can fix it.

Answer 2

That's my answer, here's the other persons:


For x<0 y = 6x+2 is a straight line with slope +6 and intercept 2; and
For x>0 y = -6x+2 is a straight line with slope -6 and intercept 2
Intercept 2 is the value of the function at x = 0
The graph is consisting of two rays may be called branches
i) one branch: ray with initial point (0,2) and the other point {(-1/3), 0} and,
ii) other branch: with initial point (0,2) and the other point {(1/3), 0}.