The acute angle of a right triangle are in the ratio 2: 1 . Find each of these angles
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Answered by
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the ratio of acute angle of right Triangle (which are other than 90°)=1:2
let the two angles be x and 2x
and their sum must be 90° (sum of angles of Triangle is 180°)
therefore,
x+2x=90°
3x=90°
x=30°
angles are 30° and 60°
let the two angles be x and 2x
and their sum must be 90° (sum of angles of Triangle is 180°)
therefore,
x+2x=90°
3x=90°
x=30°
angles are 30° and 60°
Answered by
312
In a right angled triangle ; One angle = 90° .
We know that ,Sum of angles in a traingle =180° .
Given that ratio of other two angles =1:2 .
Let the other angles be x,2x.
Now ,According to The Angle Sum Property.
=> x + 2x + 90 = 180
=> 3x =90
=> x =30 .
Therefore ,Now angles are 30° , 60° .
If The acute angle of a right triangle are in the ratio 2: 1 , Then the acute angles are 30° , 60° .
We know that ,Sum of angles in a traingle =180° .
Given that ratio of other two angles =1:2 .
Let the other angles be x,2x.
Now ,According to The Angle Sum Property.
=> x + 2x + 90 = 180
=> 3x =90
=> x =30 .
Therefore ,Now angles are 30° , 60° .
If The acute angle of a right triangle are in the ratio 2: 1 , Then the acute angles are 30° , 60° .
Harin1354:
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