Find the measure of each angle. assume the lines are parallel.

m2 = what °.
m3 = what°.
m4 = what °.
m5 = what °.
m6 = what °.
m7 = what °.
m8 = °.

and the second question i have is the picture with words. the other picture is for the question above.

Givens

In the image provided we have a pair of parallels lines and a transversal, this setup forms 8 angles which are related in pairs.

Therefore,

, by supplementary angles defintion.

, by corresponding angles definition.

, by supplementary angles.

, by alternate exterior angles.

, by alternate exterior angles.

, by vertical angles definition.

, by vertical angles.

The answer to the second question is 76°, that's the value that makes lines a and b parallel, because that way those angles would be alternate interior angles, which are always congruent when they are formed by a pair of parallels and a transversal.

i think the answer is b)

step-by-step explanation:

i'm sorry mate, but i am not seeing any figures. i am unable to solve this for you.