If x, y are rational numbers and$$\frac{{5 + \sqrt {11} }}{{3 - 2\sqrt {11} }} = x + y\sqrt {11} .$$ The values of x and y are
A. $$x = \frac{{ - 14}}{{17}},\,y = \frac{{ - 13}}{{26}}$$
B. $$x = \frac{4}{{13}},\,y = \frac{{11}}{{17}}$$
C. $$x = \frac{{ - 27}}{{25}},\,y = \frac{{ - 11}}{{37}}$$
D. $$x = \frac{{ - 37}}{{25}},\,y = \frac{{ - 13}}{{35}}$$
Answer: Option D
This Question Belongs to Arithmetic Ability >> Surds And Indices
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