Question

Asked Aug 28, 2019

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F(x)= 3x/1+x^{3}^{ }

G(x)=3x^{2}/1+x^{3}

a. Graph each funtion

b. When is f(x)>0

C. when is G(x)>0

will F(x) ever be equal to G(x). If so, for what values of x

Step 1

(a) Graph of the functions F(x)= 3x/1+x^{3}^{ }and G(x)=3x2/1+x3, are shown below:

Step 2

(b) From the graph, we can see that f(x) is undefined for x = -1.

And,** f(x) > 0 when x =(-∞,-1) U (0,∞)**

Step 3

(c) From the graph, we can see that g(x) is undefined for x=-1.

&n...

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