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A triangle has sides of sqrt 2 and 3. Which could not be the length of the third side if it is a right triangle? a. sqrt 7 b. sqrt 11 c. sqrt 13
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A triangle has sides of sqrt 2 and 3. Which could not be the length of the third side if it is a right triangle? a. sqrt 7 b. sqrt 11 c. sqrt 13
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Apr 27, 2018
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A triangle has sides of sqrt 2 and 3. Which could not be the length of the third side if it is a right triangle?
a. sqrt 7
b. sqrt 11
c. sqrt 13
Mathematics
high-school
Dimassony
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Dimassony
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the answer would be C
Evin
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Apr 29, 2018
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Evin
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The answer is C. √13. This is because it's a right angled triangle so you could use Pythagoras' theorem and say that 2 + 3^2 = c^2 = 11, or 3^2 - 2 = a^2 = 7, so both a and b are probable. C, however, is not. I hope this helps!
Tohid Makari
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May 1, 2018
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Tohid Makari
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