How to find any triangles are acute angle triangle, obtuse angle triangle and right angle triangle...sides are give that a, b and c
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Answered by
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Hey!!!....Here is ur answer
If the sides are given a, b and c then the conditions to find the triangle is as follows
=> For acute angle triangle,
c^2 < a^2+b^2
=> For obtuse angle triangle,
c^2 > a^2+b^2
=> For right angle triangle,
c^2=a^2+b^2
Hope it will help you
If the sides are given a, b and c then the conditions to find the triangle is as follows
=> For acute angle triangle,
c^2 < a^2+b^2
=> For obtuse angle triangle,
c^2 > a^2+b^2
=> For right angle triangle,
c^2=a^2+b^2
Hope it will help you
Answered by
1
Acute angle triangle:-If all the sides of triangle are equal to each other a=b=c then the triangle is acute angle triangle.
Obtuse angle triangle:-Triangle in which one side is greater than other two and one is more than 90° then the triangle is an obtuse angle triangle.
Right angle triangle:-Triangle in which the square of one side is equal to the sum of the square of two side then the triangle will called right angle triangle
I hope it will help you.
MARKS IN BRAINLLIEST.
Obtuse angle triangle:-Triangle in which one side is greater than other two and one is more than 90° then the triangle is an obtuse angle triangle.
Right angle triangle:-Triangle in which the square of one side is equal to the sum of the square of two side then the triangle will called right angle triangle
I hope it will help you.
MARKS IN BRAINLLIEST.
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