Question

what is the product of \\(\frac{4f}{5g}\\) and \\(\frac{f}{g}\\) when \\(g \
eq 0\\)? \\(\frac{4}{5}\\) \\(\frac{16}{25}\\) \\(\frac{4f^2}{5g^2}\\) \\(\frac{16f^2}{25g^2}\\)

Explanation:

Step1: Set up product expression

$\frac{4f}{5g} \times \frac{f}{g}$

Step2: Multiply numerators

$4f \times f = 4f^2$

Step3: Multiply denominators

$5g \times g = 5g^2$

Step4: Combine results

$\frac{4f^2}{5g^2}$

Answer:

$\frac{4f^2}{5g^2}$