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What is the simplified form of
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\[3*\sqrt{5c}*\sqrt{15c^3} = 3*\sqrt{5c*15c^3} = 3*\sqrt{5*5*3*c^4} = 3*5*\sqrt{3*(c^2)^2} = ?\]
???
3*(5c)^(1/2) * (15c^3)^(1/2) = 3*(5c*15c^3)^(1/2) = 3*(5^2*3*c^4)^(1/2) // sqrt(5^2) = 5 // sqrt(c^4) = sqrt((c^2)^2) = c^2 so you get = 3*5*c^2*(3)^(1/2) // done, now you just have to simplify
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