two complementary angles differ by 20degree. find the measure of each angle
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Answered by
4
Hey
Here is your answer,
Sum of two complementary angles = 90°
Let the two angles be x and y.
According to the question,
x-y=20
x+y=90
----------
2x= 110
x=55°
Substituting the value of x to find the value of y
x-y=20
55-y=20
-y=20-55
-y=-35
y=35°
The two angles are 55° and 35°
Hope it helps you!
Here is your answer,
Sum of two complementary angles = 90°
Let the two angles be x and y.
According to the question,
x-y=20
x+y=90
----------
2x= 110
x=55°
Substituting the value of x to find the value of y
x-y=20
55-y=20
-y=20-55
-y=-35
y=35°
The two angles are 55° and 35°
Hope it helps you!
sunny598:
very very nice answer
Answered by
1
let the two angles be "x" and "x+20".
we know that sum of two complimentary angles is 90.
=>x+(x+20)=90
=>2x+20=90
=>2(x+10)=90
=>x+10=45
=>x=35
thus , the two angles are "35" and "55.
HOPE THAT THIS ANSWER WILL HELP U.
we know that sum of two complimentary angles is 90.
=>x+(x+20)=90
=>2x+20=90
=>2(x+10)=90
=>x+10=45
=>x=35
thus , the two angles are "35" and "55.
HOPE THAT THIS ANSWER WILL HELP U.
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