Question

If the Magnitude of an angle is same as its supplement . Find angle

Answer 1

Let x and x be the supplement.
So x+x=180 degree
So 2x=180 degree
Hence x=180/2
x =90 degree.
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Answer 2

Answer:

90

Step-by-step explanation:

Given:

Supplement

To find:

Find angle

Solution:

When asked to determine if an angle is supplementary or complimentary, consider it to be x and y, then calculate whether its sum is 180 ° (if it is supplementary), or 90 degrees (if it is complementary), and then determine the value of the angles. Finding the angle that equals its supplement is what is required in this situation, so let's say that the angle is x. Since x+x=180, we need to identify the value of x.

Angles that have a sum of 180 degrees are said to be supplementary, so to calculate the supplementary angle for any angle, multiply the angle's sum by 180 °.  Assume that the angle is x, then write x+x=180.

The angle that is equivalent to its complement must be found.

Supplement: conaider the angle x.

$x+x=180^{o}\\2x=180^{o}\\x=90^{o}$

As a result, 90 degrees is the angle that is equal to its supplement.

Definition of Supplementary angles

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