Question

Prove that P is parallel to line m

Answer 1

p and m is parralle to each other becase the length is same of both by the way both is slightly slepe

Answer 2

Answer:

Ur answer is in Explanation.

Step-by-step explanation:

Consider the horizontal ray as N.

and the point where M and R meets N be the points O and Q respectively.

and the point of intersection as S.

Now after labelling the above diagram as above.

We get,

In ∆ OQS.

By simple geometry we get angle OSQ = 100°.

Now By simple geometry again,

angle MON = 180 - 100 = 80°.

So, ray M makes 80° with ray N.

Now, As ray P and ray M makes equal angle with common ray or Axis that is Ray N.

So, Ray P and ray M are // to each other.