Question

What is the relationship between angles M and R ?

Answer 1

m∠M > m∠R

Explanation:

The property used to answer this question basically states that an angle opposite to a longer side length than another angle will have a larger angle measure. Since NP, the side opposite to angle M, has a longer side length than ST, the side opposite to angle R, the measure of angle M is larger than the measure of angle R.

Answer 2

m ∡M > m ∡R

Explanation:

The angle is determined by the the opposite side of the triangle. It is directly proportional to the opposite side.

In this case :

Given the information:

- MN ≅ SR

- MP ≅ RT

- NP is greater than ST

since NP is greater than ST, angle m ∡M should be greater than angle m ∡R.

Therefore, the correct option is:

m ∡M > m ∡R

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