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Q: In a certain parallelogram the degree measure of the largest angle is equal to twice the sum of the two smallest angles What is the measure of one of the small angles?
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In a certain triangle the two smallest angles have the same measure The measure of the largest angle is twice the measure of the smaller angels what is the measure of the largest angle?

90o. Let A be the size of the smallest angle. Then the three angles are A, A & 2A. The sum of the angles in a triangle is 180o, thus: A + A + 2A = 180o 4A = 180o A = 45o So the largest angle is 2A = 2 x 45o = 90o.


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In a triangle the measure of the largest angle is 3 times the measure of the smallest angle The measure of the remaining angle is twice the measure of the smallest angle Measure of the largest angle?

Cryptogram said 45, but what was the question?There is no punctuation, except for the last "?", so I will assume that when a word is capitalized, it starts a new sentence. Therefore the statements are:In a triangle the measure of the largest angle is 3 times the measureof the smallest angle. The measure of the remainingangle is twice themeasure of the smallest angle.Since "Measure of the largest angle" is a fragment of something, I will discard it (it could be a mistake of leftover text or could be an incomplete thought). I guess that the "?" at the end means that we are supposed to answer something, and the answer could possibly relate to the largest angle. If I supply all the angles, you will hopefully get your answer.Since L=3S and M=2S, and 3S+2S+S=180º, then 6S=180º, so Smallest angle =30ºMiddle angle =60ºLargest angle =90º


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In this parallelogram the measure of b is twice the measure of aWhat is the measure of a?

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In this parallelogram the measure of b is twice the measure of a what is the measure of b?

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In this parallelogram the measure of b is twice the measure of a What is the measure of d?

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