1 + root 2 upon 1 minus root 3 + 1 - root 2 upon 1 + root 3
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-1-√6
Step-by-step explanation:
1+√2/1-√3 + 1- √2/ 1+√3
on taking the LCM, we get
(1+√2)(1+√3) + (1-√2)(1-√3)/ (1-√3)(1+√3)
=1+√3+√2+√6+1-√3-√2+√6/(1-√3)(1+√3)
on using the identity {a^2-b^2 = (a+b) (a-b)} in denominator
=2+2√6 / 1^2 - √3^2
= 2(1+√6) / 1 - 3
= 2( 1+√6) / -2
= -1-√6
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