Question

find the product of
13xy (xz-y)​

Answer 1

SOLUTION

TO DETERMINE

The product of 13xy (xz-y)

EVALUATION

Here the given expressions are

13xy and ( xz - y )

Hence the required product

$\sf{ = 13xy \times (xz - y)}$

$\sf{ = 13xy \times xz -13xy \times y \: \: \: (by \: distributive \: law)}$

$\sf{ = 13 {x}^{2}yz -13x {y}^{2} }$

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Answer 2

✩ Question Given :

• ➪ find the product of 13xy (xz-y)

✩ Required Solution :

✪ Value Given to us :

• ➪ 13xy (xz-y)

✪ Applying Distributive law :

• ➪ 13xy and ( xz - y)

• ➪ 13xy × xz - 13xy × y

✪ Solving Further we have :

• ➪ 13xy × xz - 13xy × y

• ➪ 13x²yz - 13xy²

✪ Therefore :

➪ Product of 13xy , (xz-y) is 13x²yz - 13xy²

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