Question

In an right angled triangle, the ratio of an angles other then right angle is 3:2. What are the measures of the angles ?​

Answer 1

Answer:

36° & 54°

Step-by-step explanation:

let angles be 3x &2x

90°+3x+2x=180°

5x =90°

x=18°

3x=3(18)=54°

2x=2(18)=36°

Answer 2

Step-by-step explanation:

In a right angle triangle there are 3 sides

As It is a right angle triangle the 1st side and 90 and the other two sides are given (according to question) as 3:2.

So to remove the ratio sign we put x to both the numbers, so it becomes 3x, 2x

The sum of any triangle is equal to 180

Therefore- 90+3x+2x= 180

=90+5x=180

=5x=180-90

=5x=90

=x=90/5

=x= 18

So 3x= 3*18= 54

2x= 2*18=36

Therefore sides of triangle will be 54, 36, 90

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