Use the Distributive property to rewrite the expression and simplify.
6(y + 13)+ 21y
6(y + 13)+ 21y
6y + 78 + 21y
27y + 78
To use the distributive property, you need to multiply each term inside the parentheses by the 6 outside the parentheses. Then, you can simplify the expression.
First, let's distribute the 6 to the terms inside the parentheses:
6(y + 13) + 21y = 6y + 6(13) + 21y
Now, simplify the expression:
6y + 6(13) + 21y = 6y + 78 + 21y
Next, combine like terms:
6y + 78 + 21y = (6y + 21y) + 78
Finally, simplify further:
(6y + 21y) + 78 = 27y + 78
So, after using the distributive property and simplifying, the expression 6(y + 13) + 21y becomes 27y + 78.
To use the distributive property, we need to multiply each term inside the parentheses by the number outside the parentheses.
First, distribute the 6 to both terms inside the parentheses:
6(y) + 6(13) + 21y
This simplifies to:
6y + 78 + 21y
Now, combine like terms by adding the y terms together:
6y + 21y + 78
This simplifies further to:
27y + 78
So the expression, rewritten using the distributive property and simplified, is 27y + 78.