Rationalise the denominator
√48+√27/4√3+5√2
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√48+√27/4√3+5√2
=√48+√27/4√3+5√2×4√3-5√2/4√3-5√2
=(√48+√27)(4√3+5√2)/(4√3)²-(5√2)²
=(√2×2×2×2×3 + √3×3×3)(4√3+5√2)/4×4×3 - 5×5×2
=(4√3+3√3)(4√3+5√2)/48-50
=4√3(4√3+5√2)+3√3(4√3+5√2)/-2
=48+20√6+12×3+15√6/-2
=48+20√6+36+15√6/-2
=48+36+20√6+15√6/-2
=84+35√6/-2
=-(84+35√6/2)
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