Math, asked by Anonymous, 4 months ago


If one of the other angles of a right-angled triangle is obtuse, whether the triangle is possible to construct.


Answers

Answered by YashaswiniSimhadri
15

Answer:

No

Step-by-step explanation:

We know that in a right angle triangle except the right angle others are acute.

For a moment, let's think that they are not acute and one angle is obtuse.

Then,

Sum of all angle in a triangle is 180

an obtuse angle is more then 90 (we will take that angle as 91 degrees)

so now when we add 90+91 =181

which is not possible.

So there cannot be a triangle constructed.

Answered by poojasourabh5640
9

Answer:

If one of the other angles of a right-angled triangle is obtuse, whether the triangle is possible to construct. Solution: We know that the angles other than right angle of a right-angled triangle are acute angles. So, such a triangle is not possible to construct.

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