Question

Can you help me step by step with this problem?

Step 1

Here, *f*(*x*) and *g*(*x*) are polynomials in *x* such that:

Step 2

Since, the limit of the fraction is a constant, so both the polynomial must have same degree because then it will be possible to divide the numerator and denominator by the largest *x*-term and have a constant remaining.

For example: take *f*(*x*) = 2*x*^{2}+3*x*+1 and *g*(*x*) = *x*^{2}+*x*+2

Now, here,

Step 3

Now, similarly limit at negative infi...

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Sorry about that. What wasn’t helpful?