Two Supplementary Angles

Additional angles are two angles corresponding to 180 degree. In order to resolve the above issue, leave a = the smaller bracket and leave a+50 = the greater bracket. theoretically. The algebraic equivalent to reach the magnitude of the two angles is called: Both angles are 65 and 115 degree. Take x and y as the extra angles.

Well, now, after the addition of the equations (1) and (2), we get, 115° and 65°. Leave your angles necessary if you have your angles set to 180 and 50+50, we know that the additional angles result in 180, let us book 50 for one of them. Equal parts of the 180 - 50 = 130 are distributed over them (65° each).

The two angles are therefore 65° & 115°. Couples of additional angles should be = x &180-x. There is a 50 degrees gap between two couples. x=115. Thus, the dimensions of the angles are 115 degrees and 65 degrees.

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There are two additional angles so large that one is 7x bigger than the other. Locate the two angles. (537411)

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