How do you multiply $(\sqrt{3 x}) (4 \sqrt{6 x^{3}})$ $(sqrt(3x))(4sqrt(6x^3))$ ?

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Answer 1 · 2015-06-04T18:01:58

Multiplication would involve multiplying the radicals and then simplifying $4 \sqrt{18 x^{4}} = 12 x^{2} \sqrt{2}$ $4sqrt(18x^4) = 12x^2 sqrt2$

How do you multiply (sqrt(3x))(4sqrt(6x^3))(√3x)(4√6x3)(sqrt(3x))(4sqrt(6x^3))?