What is the simplified form of the expression ?
$x^{8} . 2 y^{10} . 5 x^{5}$

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Solution

Finding the simplified form of the given expression:
Given expression : $x^{8} . 2 y^{10} . 5 x^{5}$
Combine the like terms and add the exponent of like bases.
$\Rightarrow x^{8} . 2 y^{10} . 5 x^{5} = x^{8} . 5 x^{5} . 2 y^{10} \Rightarrow x^{8} . 2 y^{10} . 5 x^{5} = 10 . x^{(8 + 5)} . y^{10} = 10 x^{13} y^{10}$
Hence, the required answer is $10 x^{13} y^{10}$ .

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