Question

The difference of two complementary angles in 40 degree,find angles

Answer 1

let the two complementary angles be x and y

Given,

difference of two complementary angles = 40°

x - y = 40° ________________eq.(1)

since , we know that
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sum of two complementary angles=90°
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x + y = 90° ________________eq(2)

by adding eq.(1) and eq (2) , we get

2 x = 130°

x = 65°

put value of x in eq.(1) , we get

65 - y = 40

y = 65 - 40 = 25 °

therefore , two complementary angles are

25 ° and 65°

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Your Answer : 25° , 65°
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Answer 2

Answer:

two angles are a and b

Step-by-step explanation:

a+b=90

a-b=40

a=65

b=25