two complementary angles differ by 20 degree find the measure of each angle
Answers
Answered by
21
let first Angle be X then second angle equal to X+20°
a.t.q.
X+X+20°=90°
2X=90°-20°
X=70°/2=35°
1ST=35°
2ND=55°
a.t.q.
X+X+20°=90°
2X=90°-20°
X=70°/2=35°
1ST=35°
2ND=55°
Answered by
12
Hola Mate!!
Here's your answer:-
Let the 1st complementary angle be x.
& the 2nd complementary angle be (90-x).
ATQ :-
x - (90 - x) = 20
=> x - 90 + x = 20
=> 2x = 20 + 90
=> 2x = 110
=> x = 110/2
=> x = 55
So, the 1st angle = x = 55°
2nd angle = 90 - x = 90 - 55 = 35°
Hope it helps
Mark me as brainliest if it's correct. ^_^
Here's your answer:-
Let the 1st complementary angle be x.
& the 2nd complementary angle be (90-x).
ATQ :-
x - (90 - x) = 20
=> x - 90 + x = 20
=> 2x = 20 + 90
=> 2x = 110
=> x = 110/2
=> x = 55
So, the 1st angle = x = 55°
2nd angle = 90 - x = 90 - 55 = 35°
Hope it helps
Mark me as brainliest if it's correct. ^_^
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