Rationalise the denominator
3-√2+1
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Step-by-step explanation:
To rationalize the denominator we must multiply and divide the number by the denominator's conjugate. Conjugate of denominator is -- 2 + √3. We know that, (a+b) ( a-b) = a² - b². So, (2+√3)(2-√3) = 2² -(√3)² = 4 - 3 = 1
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3-√2+1
1/ 3-√2+1
1/3-√2+1 × 3+√2+1/3+√2+1
3+√2+1 / (3)2 - (√2+1)2
3+√2+1 / 9-3
3+√2+1 / 6
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