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What is the angle and its supplement if the measure of an angle is 3 times its supplement?
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.
What is the supplement of 93 degrees?
The supplement of an angle is the angle that, when added to the given angle, equals 180 degrees. To find the supplement of 93 degrees, subtract 93 from 180, which equals 87 degrees. Therefore, the supplement of 93 degrees is 87 degrees.
Find the measure of an angle that is 30 degrees more than its supplement?
Suppose the measure of the angle is x then its supplement is 180 - x x = 180 - x + 30 = 210 - x 2x = 210 => x = 105 degrees (supplementary angle = 75)
How do you find the measures of the complement and the supplement of an angle?
The complement of an angle can be added to that angle to get a total of 90 degrees. Therefore, if your angle was 45*, set up a simple algebra problem. 45+x=90 subtract 45, you get x=45 The complement of a 45* angle is 45*. The complement of a 30* angle is 60, etc. The supplement of an angle can be added to said angle to get a total of 180 degrees, so if your angle is 45*, set up an algebra problem (again :P). 45+x=180 subtract 45, x=135. The supplement of a 45* angle is 135*. The supplement of a 30*angle is 150*, etc. Hope this helped!
The supplement of an angle added to the complement of the angle gives 210 degrees What is the measure of the angle?
Oh, dude, let's break it down. So, the supplement of an angle means 180 degrees minus the angle, and the complement is 90 degrees minus the angle. When you add them together, you get 210 degrees. So, you just set up the equation (180 - x) + (90 - x) = 210 and solve for x, which is the measure of the angle. Math, man, it's like a puzzle but with numbers.
