Measurement of one angle of a complementary angle is 10° more than an

1.	Measurement of one angle of a complementary angle is 10° more than anotherangle, then what will be the measurement of the both the angles?
Answer» Step-by-step explanation: Let x and y are two angles MAKING a complementary angles, and x is 10 o greater than y. Then, ⟹ x−(90−x)=10 ⟹ x−90+x=10 ⟹ 2x=100 ⟹ x=50 o . HENCE, if one angle measures 10 0 more than its complement, then MEASURE of the angle =50 0 . (∵50 ° +40 ° 0 =90 ° ) Therefore, option D is correct.

Measurement of one angle of a complementary angle is 10° more than anotherangle, then what will be the measurement of the both the angles?

Answer»

Step-by-step explanation:

Let x and y are two angles MAKING a complementary angles, and x is 10

greater than y.

Then,

⟹ x−(90−x)=10

⟹ x−90+x=10

⟹ 2x=100

⟹ x=50

HENCE, if one angle measures 10

more than its complement, then MEASURE of the angle =50

. (∵50 °

+40 °

=90 °

)

Therefore, option D is correct.

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Measurement of one angle of a complementary angle is 10° more than anotherangle, then what will be the measurement of the both the angles?​

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Measurement of one angle of a complementary angle is 10° more than anotherangle, then what will be the measurement of the both the angles?