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Simplify: $3\ \times \ \left( 2x^{2} \ +\ 5xy\right)$
Given: $3\ \times \ \left( 2x^{2} \ +\ 5xy\right)$
To find: Here we have to simplify the given expression $3\ \times \ \left( 2x^{2} \ +\ 5xy\right)$.
Solution:
$3\ \times \ \left( 2x^{2} \ +\ 5xy\right)$
$=\ 3\ \times \ \left( 2x^{2}\right) \ +\ 3\ \times \ ( 5xy)$
$=\ \mathbf{6x^{2} \ +\ 15xy}$
So, answer is $6x^{2} \ +\ 15xy$.
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