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a triangle has sides of lengths 15.23 and 28. is it a right triangle? explain
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assuming that we know what a pythag thrm is? square them all, add the shotrs together, and compare it to the long
add the *shorts together
why is it a right triangle
if you are asking about the proof of the pythag thrm, thats a bit geometric
if a triangle has short legs: a and b, and a long leg, c it is a right triangle if and only if: a^2 + b^2 = c^2
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i know its a right triangle but i have to explain it to
if you are in elementary math classes, then refereing this to the pythag thrm as i did will suffice
otherwise, you might need to determine the law of cosines, and show that when C = 90, it simplifies to the pythag thrm
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