rationalise the denominator 3 root 2 / root 6 -root 3
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Answer:
√6+√12=√6(1+√2)
Step-by-step explanation:
conjugate of √6-√3=√6+√3
multiply and divide(√6+√3)
...
=3√2(√6+√3)÷{(√6-√3)(√6+√3)}
{(a+b)(a-b)=a^2-b^2}
=3√2(√6+√3)÷[6-3]
=√2(√6+√3)
=√12+√6
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