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Rationalization of the given term.
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 isb²/√a²+b²+ab²(√a²+b²-a)/(√a²+b²+a)(√a²+b²-a)b²(√a²+b²-a)/(√a²+b²)²- (a)²b²(√a²+b²-a)/a²+b²- a²b²(√a²+b²-a)/b²√a²+b²-a
step-by-step explanation:in a ||gm abcd,
ab=4cm bc=7cm, each of its diagonals are equal to each other
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