Question

(5x) (-2x) find the product
(3x) (-2y) find the product​

Answer 1

Answer:

(5x) (-2x) = 5x*(-2x)

=-10x^2

(3x) (-2y)

=-6xy

Answer 2

Given:

$a) (5x) (-2x) \\b) (3x) (-2y)$

We have to solve the above equation.

• By using the multiplication property, we are solving the above equation.
• As we know that the multiplication is a method to get the product by multiplying two or more values.
• Multiplication is denoted by the symbol(x).

We are solving in the following way:

We have,

$a) (5x) (-2x) \\b) (3x) (-2y)$

$a) (5x) (-2x) \\=>5x\times-2x\\=>-10x^2$

and

$b) (3x) (-2y)\\=>3x\times-2y\\=>-6xy$

Hence, we get

$a)-10x^2\\\\b)-6xy$