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How do the points A(1,1,1), B(-2,0,3) and C(-3,-1,1) form the vertices of a right triangle?
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You can use Pythagorean Theorem to show that the sum of the squares of two sides equals the square of the final side
is it \[\left| A.B \right|^{2}\]
the distances between each point represent the sides of a right triangle, if the two short legs and the long leg... satisfy the condition for Pythagorean Theorem... then it is a right triangle...
if the dot product of any 2 vectors is equal to 0 ... is another method
|dw:1412555230872:dw| do i find the dot product of these?
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