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Find (f*g)(x) when f(x)=(sqrtx+3)/x and g(x)=(sqrt x+3)/2x.
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@Shadow @SmokeyBrown
So in this problem, we're multiplying the two functions. (f*g)(x) is the same as f(x)*g(x) So, we'll write it out as \[(\sqrt{x+3}/x) * (\sqrt{x+3}/2x)\] When we multiply this out we get \[(x+3)/2x ^{2}\] And I think that's it
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