<h3>Answer:</h3>
All acute angles are 72.5°; all obtuse angles are 107.5°.
<h3>Explanation:</h3>
Angles on the same side of a transversal cutting parallel lines have measures that total 180°. If o and a represent the measures of the obtuse and acute angles, respectively, then we have ...
... o + a = 180
... o - a = 35
Adding these two equations gives ...
... 2o = 215
... 215/2 = o = 107.5 . . . . degrees
Then the other angle is ...
... a = 107.5 - 35 = 72.5 . . . . degrees
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All corresponding angles have the same measures. All vertical angles have the same measures. So the 8 angles that arise from the intersection of the transversal with these two parallel lines will have one or the other of these two measures.
Answer:
1 is A
2 is A
3 is none of the above
Step-by-step explanation:
Answer:
I think its 90°, since it l00ks like a right angle
The sale was 55$ because if you subtract those you get 55 which is the difference between the two
it is impossible to combine like terms. In order to combine like terms you must have like x+x you cant have like 1+x
