Question

the difference between two complementary angle is 15 degree.Find the two angle​

Answer 1

Answer:

52.5° and 27.5°

Step-by-step explanation:

Let the two complimentary angles be ' x ' , ' 90 - x '.

A/c to the given condition, ' The difference between two complementary   angle is 15 degree '

=> x - ( 90° - x ) = 15°

=> x - 90° + x = 15

=> 2x = 90° + 15°

=> 2x = 105°

=> x = 52.5°

So the two angles are , x and 90 - x

=> 52.5° and 27.5° respectively.

Answer 2

$\star$ Answer:

$\star$ 52.5° and 27.5°

$\star$ Step-by-step explanation:

$\star$ Let the two complimentary angles be ' x ' , ' 90 - x '.

$\star$ A/c to the given condition, ' The difference between two complementary $\star$ $\star$ angle is 15 degree '

=> x - ( 90° - x ) = 15°

=> x - 90° + x = 15

=> 2x = 90° + 15°

=> 2x = 105°

=> x = 52.5°

$\star$ So the two angles are , x and 90 - x

=> 52.5° and 27.5° respectively.

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