(√7-√5)/(√7+√5) rationalise the demoninator
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Step-by-step explanation:
We rationalize the denominator of the given number by multiplying both its numerator and its denominator by the conjugate irrational number (√7 - √5)
Now,
(√7 - √5)/(√7 + √5)
= {(√7 - √5) (√7 - √5)}/{(√7 + √5) (√7 - √5)}
= (7 - 2√35 + 5)/(7 - 5)
= (12 - 2√35)/2
= 6 - √35,
which is the required form
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Hey dear here is your answer
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