Points p(5, 7) and q(-1, 1) lie on the graph of y = x + 2.
determine whether each point is collinear with p and q.
5. r(1, - 1)
6. s(-3, -1)

R is not collinear.

S is collinear.

Step-by-step explanation:

The equation of the graph is given by y =x +2 (1).

Now, the points P and Q having coordinates (5,7) and (-1,1) respectively lie on the graph of the equation (1) because those points satisfy the equation.

Now, if we consider another point R having coordinates (1,-1), then it does not lie on the graph of equation (1) as it does not satisfy the equation.{If you put x=1, then y will be 3 but not -1}

Therefore, P, Q, R are not collinear. (Answer)

Again if we consider the point S(-3,-1), it satisfies equation (1).{If you put x=-3 in the equation (1), y will be -1}.

Therefore, P, Q, and S lie on the same straight line. and they are collinear. (Answer)

what is the answer?

answer: 3.26019516

step-by-step explanation: