if x=2+√3, find the value of x^2+(1/x^2)
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Answered by
1
Step-by-step explanation:
x²+1/x²
= (2+√3)² +1/(2+√3)²
=(4+2√3+3)+1/(7+2√3)
=[(7+2√3)*(7+2√3) + (7-2√3)] /(49-12)
= [ 49+28√3+12+7-2√3]/37
= (68+26√3)/37
Answered by
1
Let’s put the value of x
=(2+_/3)^2+(1/(2+_/3)^2)
=4+3+1/4+3
=7+1/7
=(49+1)/7
=50/7
=(2+_/3)^2+(1/(2+_/3)^2)
=4+3+1/4+3
=7+1/7
=(49+1)/7
=50/7
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