Write the expression $ \frac{3 x+1}{x-9} $ in the form $ G(x)+\frac{R(x)}{q(x)} $ , where q is the denominator of the given expression and G and R are polynomials with deg R

Question

Write the expression  $ \frac{3 x+1}{x-9} $ in the form  $ G(x)+\frac{R(x)}{q(x)} $ , where q is the denominator of the given expression and G and R are polynomials with deg R < deg q.

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The Answer of Write the expression  $ \frac{3 x+1}{x-9} $ in the form  $ G(x)+\frac{R(x)}{q(x)} $ , where q is the denominator of the given expression and G and R are polynomials with deg R < deg q.

Write the Expression 3x+1x−9 \frac{3 x+1}{x-9} x−93x+1​ In the Form G(x)+R(x)q(x) G(x)+\frac{R(x)}{q(x)} G(x)+q(x)R(x)​

Write the Expression $\frac{3 x+1}{x-9}$ In the Form $G(x)+\frac{R(x)}{q(x)}$