Rationalise the denominator b^2/√a^2+b^2+a
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Answered by
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Given:
b^2/√a^2+b^2+a
To Find:
Rationalization of the given term.
Solution:
1) Rationalization is the process of eliminating the imaginary numbers from the denominator of an algebraic fraction. This removes the radicals from the fraction so that the denominator contains a rational number only.
2) In this process we just multiply the denominator with the conjugate of it.
3) The process of the rationalization is
- b²/√a²+b²+a
- b²(√a²+b²-a)/(√a²+b²+a)(√a²+b²-a)
- b²(√a²+b²-a)/(√a²+b²)²- (a)²
- b²(√a²+b²-a)/a²+b²- a²
- b²(√a²+b²-a)/b²
√a²+b²-a
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Answer:
this is the answer
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