Question

❤️✌️ plz help if x=√3+√2/√3-√2...find xsquare +1/xsquare...who will answer me i will like their answers​

Answer 1

√3+√2 √3+√2

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√3-√2 √3+√2

√3+√2 × √3+√2

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(√3+√2)(3-√2)

(√3×√3) + (√2×√2) + 2 √3×√2

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(√3×√3) - (√2×√2)

3 + 2 + 2√6

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3 - 2

5+ 2√6

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1

5 + 2√6

=> 2 (5 + √3 )

=> 5 + √3

+ 1

x² ------- According to Question

x²

It Will be in Form of ( a+ b)²

+ 1

x² ------- = ( x² + y² + 2 x²y² )

x²

= ( 5² + √3² + 2 ×5 + √3)

= 25 + 3 + 10√3

= 28 + 10√3

= 2 (14 + 5√3)

= 14 + 5√3

Hope it's Helpful for you..........

Answer 2

$\huge\mathfrak\red{ThankYou !!}$