If x= 2 + √3 find the value of
(x^2+ 1/x^2) and (x+1/2)^2
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Answer:
given x=2+√3
find (x^2+1/x^2)
solution
putting the value of x
(2+√3)^2+1/(2+√3)^2
=[(2+√3)^2][(2+√3)^2]+1÷(2+√3)^2
=(2+√3)^2+1
=4+3+2×2√3+1
=7+4√3+1
=8+4√3
=12√3
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