Solving (f/g)[x] for each f[x] and g[x] when f(x)= x/x+1 and f(g)=x^2-1?

I understand how to add and subtract these functions, but one of the questions in my homework I am uncertain of what it’s asking for. Any help would be greatly appreciated!

Top 3 Answers

A few days ago

Anonymous

Favorite Answer

It means:

f(x)/g(x)

which is

(x/(x+1))/(x^2-1)

= (x/(x+1))*(1/(x^2-1))

=x/((x+1)(x^2-1))

A few days ago

Keyur S

You can apply remainder and factor theorem in the question!!!

A few days ago

Anonymous

Omg….sorry 😛

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Solving (f/g)[x] for each f[x] and g[x] when f(x)= x/x+1 and f(g)=x^2-1?

Solving (f/g)[x] for each f[x] and g[x] when f(x)= x/x+1 and f(g)=x^2-1?

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