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Solution
Given :-
- x = 1/(3+2√2)
Or,
- 1/x = (3+2√2)
Find :-
- Value of x - 1/x
Explanation
First Rationalize denominator of x
==> x = 1/(3+2√2)
==> x = (3-2√2)/(3+2√2)(3-2√2)
==> x = (3-2√2)/(9-8)
==> x = (3-2√2)
Now, Calculate value of ( x - 1/x)
==> (x - 1/x) = (3-2√2) - (3+2√2)
==> (x - 1/x) = 3 - 3 - 2√2 - 2√2
==> (x - 1/x) = -4√2
[ √2 = 1.414 ]
==> (x - 1/x) = -4 × 1.414
==> (x - 1/x) = - 5.656
Hence
- Value of ( x - 1/x) = -5.656
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