Why construction of a triangle with one right angle and other obtuse angle is not possible
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Answered by
4
a triangle= 180°
obtuse angle= between 90° & 180°
right angle = 90°
therefore,
so both side become 90°
or one side become 90>180
then therefore we cannot custruct a triangle with one right angle & one obtuse angle
obtuse angle= between 90° & 180°
right angle = 90°
therefore,
so both side become 90°
or one side become 90>180
then therefore we cannot custruct a triangle with one right angle & one obtuse angle
Answered by
1
so according to question let us assume a triangle ABC with one right angle and one obtuse angle say 120° and one acute angle say 30°
it is a triangle so it should verify angle sum property of triangle
120+90+30=180
240≠180
our assumption is wrong
it is a triangle so it should verify angle sum property of triangle
120+90+30=180
240≠180
our assumption is wrong
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