(a) Solve the equation : \(\sqrt{4x - 3} - \sqrt{2x - 5} = 2\). (b) Find the finite area enclosed by the curve \(y^{2} = 4x\) and the line \(y + x = 0\).

Question 1 Report

(a) Solve the equation : \(\sqrt{4x - 3} - \sqrt{2x - 5} = 2\).

(b) Find the finite area enclosed by the curve \(y^{2} = 4x\) and the line \(y + x = 0\).

Answer

Surds

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