(ii). Ifa= root 2 +1/ root 2-1 , b= roit 2 -1/ rooy 2+1, prove that a^ + ab + b^ = 35.
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(root 3 + root 2)(root 3 - root 2)
(a+b)(a-b) = a square - b square
(root 3 + root 2)(root 3 - root 2) = {root 3} ^2 - {root 2 }^2
= 3- 2
(root 3 + root 2)(root 3 - root 2) = 1
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