5x+5y rewrite the expression as a product using parentheses

5 (x+y)

Complete the statement to show distributive property: 5 (x + y) = _________.

5(x+y)

To rewrite the expression 5x + 5y as a product using parentheses, you can factor out the common factor of 5. Here's how you can do it step by step:

1. Notice that both terms, 5x and 5y, have a common factor of 5.
2. Take out the common factor 5 by factoring it out: 5(x + y).
3. Place the factored common factor outside the parentheses and put the remaining terms inside the parentheses.

So, the expression 5x + 5y can be rewritten as the product 5(x + y).

5X + 5Y

Use the distributive property to solve 38 x 50???