rationalize denominator 1/2+√3
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Answered by
2
Heya !!!
1/ 2 + ✓3
=> 1/2 + ✓3 × ( 2-✓3 ) / ( 2-✓3 )
=> ( 2 - ✓3) / ( 2 + ✓3 ) ( 2-✓3 )²
We know that,
( A + B ) ( A - B ) = A² - B²
=> ( 2 - ✓3 ) / (2)² - (✓3)²
=> (2-✓3) / 4 - 3
=> ( 2 - ✓3 ) [ Answer ]
1/ 2 + ✓3
=> 1/2 + ✓3 × ( 2-✓3 ) / ( 2-✓3 )
=> ( 2 - ✓3) / ( 2 + ✓3 ) ( 2-✓3 )²
We know that,
( A + B ) ( A - B ) = A² - B²
=> ( 2 - ✓3 ) / (2)² - (✓3)²
=> (2-✓3) / 4 - 3
=> ( 2 - ✓3 ) [ Answer ]
Answered by
3
1/2+2 underroot 3/2
1+2/3/2
-2-4/4/-4
1-2/3 is answer
1+2/3/2
-2-4/4/-4
1-2/3 is answer
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