the larger of two complementary angles is double the smaller find the angles
Answers
Answered by
72
HEYA!!!
Here is your answer :
______________________________
Given,
Angles are complementary angles = 90
let the smaller angle = x
larger angle = 2x
ATP,
X + 2X = 90
3X = 90
X = 90/3
X = 30
Therefore, the angles are 30 and 30×2=60
HOPE THIS HELPS U. . .
Here is your answer :
______________________________
Given,
Angles are complementary angles = 90
let the smaller angle = x
larger angle = 2x
ATP,
X + 2X = 90
3X = 90
X = 90/3
X = 30
Therefore, the angles are 30 and 30×2=60
HOPE THIS HELPS U. . .
Answered by
10
A+B=90° ( where A=measure of the larger angle , B =measure of smaller angle.
A=2B
Now you can plug in the second equation into the first and solve for B:
A+B=90
(2B)+B=90
3B=90
B=30
Finally, plug this value into the first equation to find A:
A+B=90
A+30=90
A=60
So angle A is 60° and angle B is 30°.
A=2B
Now you can plug in the second equation into the first and solve for B:
A+B=90
(2B)+B=90
3B=90
B=30
Finally, plug this value into the first equation to find A:
A+B=90
A+30=90
A=60
So angle A is 60° and angle B is 30°.
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