Question

Multiply this: 3x^2y(x-y)

Answer 1

that will be
3x³2y-3x²2y²

Answer 2

The answer is 3x³y - 3x²y².

Given: 3x²y (x - y)

To Find: product of the given algebraic expression

Solution:

3x²y (x - y)

= 3x²y × x - 3x²y × y

= 3x³y - 3x²y²

Answer) The product is 3x³y - 3x²y².

Note

• Algebraic expressions refer to mathematical expressions, which are generalized functions that can be used to carry out sums with numerical values.

• In the given exercise, we need to multiply the given expressions. For multiplying an algebraic expression, we need to multiply the expression outside the bracket with each expression inside the bracket and keep the mathematical sign intact.

• The powers of x and y increase after multiplication because of the rule of indices.

• Algebraic expressions can be used for other arithmetic calculations like addition, subtraction, and division.

• It is possible to input different values of x and y and find out the numerical value of the product.

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