verify ....
1) (0,7,10 ) ,(-1,6,6) and (-4 ,9,6) are the vertices of right angle triangle .
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Let P (0, 7, 10), Q (–1, 6, 6) and R (– 4, 9, 6) be the given three points.
PQ=root 1+1+16=3root2
QR=root 9+9+0=3root2
PR=root 16+4+16= 6
Now PQ2 + QR2 = (3√2 )2 +(3√2 )2= 18 + 18 = 36 = (PR)2 Therefore, Δ PQR is a right angled triangle at Q. Also PQ = QR. Hence Δ PQR is an isosceles triangle.
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