Find the measure of two supplementary angles if the diffrence in measure of the two angles is 24

The measure of two supplementary angles are

Solution:

Given that the difference of measure of the two angles is 24

Let the first angle be x and the second angle be x-24. We know when two angles are supplementary their sum is equal to

Now since x and (x-24) are two supplementary angles, therefore their sum will be equal to

x+(x-24) = 180

2x-24=180

2x= 180+24  

2x = 204

The first angle is

The second angle is (x – 24) so we get (102 - 24) = 78

Hence the measure of two supplementary angles are

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step-by-step explanation: