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Find the following products:
\( 250.5 x y\left(x z+\frac{y}{10}\right) \)
Given:
\( 250.5 x y\left(x z+\frac{y}{10}\right) \)
To do:
We have to find the given product.
Solution:
$250.5 x y(x z+\frac{y}{10})=250.5 x y \times x z+250.5 x y \times \frac{y}{10}$
$=250.5 x^{1+1} y z+25.05 x y^{1+1}$
$=250.5 x^{2} y z+25.05 x y^{2}$
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