(√5+√3)(3√3÷√5+√2−√3+√2)
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Step-by-step explanation:
The correct option is B
x = 13, y = -7
5−√32+√3=x+y√3
5−√32+√3=(5−√3)(2−√3)(2+√3)(2−√3)
(Rationalising the denominator)
=10−5√3−2√3+3(2)2−(√3)2=13−7√34−3
=13−7√31=13−7√3
∴13−7√3=x+y√3
Comparing, we get
x = 13, y = -7
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