Find a and b if (3 +√6) (√3+√2) = a+b√3
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Answer:
a=6√2
a=6√2 b=5
Step-by-step explanation:
given that
(3 +√6) (√3+√2) = a+b√3 -(1)
then,
=3√3+3√2+√18+√12
=3√3+3√2+3√2+2√3
=3√3+2√3+3√2+3√2
=5√3+6√2 -(2)
on comparing 1 and 2
we get,
a=6√2
a=6√2 b=5
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