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Which of the following statements is never true? A. A right triangle is equilateral. B. A right triangle is isosceles. C. An acute triangle is equilateral. D. An acute triangle is isosceles.
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Option A cause Right Triangle follows Pythogoras theorem.
To Find the answer you must know the following Terms Right Triangle Equilateral Triangle Isosceles Triangle Acute Triangle
@arindameducationusc is right A |dw:1437988549792:dw| Clearly Just by looking at it You can tell that it is not equilateral as a triangle must = 180 One angle measures 90 And you still need to find 2 angle measures.
\[c ^{2}=a ^{2}+b ^{2}\]
So, a,b,c can never be equal. Got it?
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A, Pythagorean theorem comes into play
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