Question

1. For the three-step question that follows, provide your answer to each question in the given work space. Identify each step with a coordinating response. Subtract 6(y-2) from Sy + 6. Step A: Write the problem as the subtraction of the two expressions. Explain why you wrote the expressions in the order you did. Step B: Rewrite any subtraction as addition of the additive inverse. Step C: Apply the distributive property, simplify, combine like terms, and state the answer. U Font Family - AAT O=== co +

Answer 1

Ok, so

We want to substract:

`6(y-2)`

From 8y+6.

For this, we can follow the steps given:

Step A: Write the problem as the subtraction of the two expressions.

`(8y-6)-6(y-2)`

This is the order because we are substracting 6(y-2) from (8y-6). This is specified in the given question.

Step B: Rewrite any subtraction as addition of the additive inverse. This is:

`(8y+(-6))+(-6(y+(-2))`

And now, apply the distributive property, simplify, combine like terms, and state the answer.

`\begin{gathered} 8y-6+(-6y+12) \\ 8y-6-6y+12 \\ =2y+6 \end{gathered}`