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Suppose the angle is x. Then its suplement is x/3.

So x + x/3 = 180 degrees.

ie 4x/3 = 180 or x = 180*3/4 = 135 degrees and its supplement is 135/3 = 45 deg.

So the angle and its supplement are 135 and 45 degrees respectively.

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Q: What is the angle and its supplement if the measure of an angle is 3 times its supplement?
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What is the measure of an angle whose supplement is three times its measure?

let x = measure of the mystery angle and y = measure of its supplement By definition of supplement, x+y = 180 since any angle and its supplement sum to a straight angle The problem gives us that 3x = y Substituting in 3x for y in the supplement equation gives us x + 3x = 180 4x = 180 x = 180/4 x = 45 Check our answer: The supplement of 45 degrees is 180 - 45 = 135. 45*3 = 135. Therefore, the answer is 45 degrees.


An angle measure 17 more than 3 times a number.its supplement is three more than 7 times the number.what is the measure of each angle in degrees?

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The measure of a supplement of an angle is 8 more than three times the measure of a complement Find the measure of the angle?

Complimentary angles are ones that add to 90° Supplementary angles are ones that add to 180° Translate: The measure of a supplement of an angle (180-x) is (=)8 more (8+) than three times (3*) the measure of a complement (90-x). Find the measure of the angle? 180 - x = 8+3(90-x) 180 - x = 8 + 270 - 3x 180 - x = 278 - 3x - x = 98 - 3x 2x = 98 x = 49 Check: The measure of the supplement (131) is 8 more than 3 times the compliment (41) 41 * 3 + 8 = 131 123 + 8 = 131 ■


What is the Measure of an angle if twice the measure of its supplement is thirty more than five times the measure of its supplement?

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