If the sides of triangle are 3cm ,4cm and 6cm and determine whether the triangle is a right angle triangle
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no ... it's not because 3, 4 and 6 are not following Pythagoras Theorem ... that is
3sq + 4sq ≠ 6sq
3sq + 4sq ≠ 6sq
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To prove a triangle,right triangle we need to prove it as a Pythagoras triplet.. Consider sides a, b, c to be the sides if a triangle.. If (square of a +square of b=square of c),then it is a phythagoras triplet.. Now here square of 3 is 9 and square of 4 is 16 ...on adding both.. We get 25 which is not equal to 36(square of 6)
Hence, these sides are not phythagoras triplets and it is not a right angled triangle
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