SOLUTION: In one triangle one of the angles is twice the measure of another and the third angle is three times as much as that angle. What are the measures of all three angles?

SOLUTION: In one triangle one of the angles is twice the measure of another and the third angle is three times as much as that angle. What are the measures of all three angles?

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Question 803375: In one triangle one of the angles is twice the measure of another and the third angle is three times as much as that angle. What are the measures of all three angles?
Answer by mananth(16946) (Show Source): You can put this solution on YOUR website!
let measure of one angle be x
the other will be 2x
and the third will be 3x
x+2x+3x = 180 ( sum of angles of triangle)
6180
x=30
the angles are
x=30
2x=60
3x=90
30,60,90 degrees
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