Put the steps in order to simplify the expression: 17y−10+3(2y+1)

Question

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NOTE: Start with the given expression.

(4 points)
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Answer 1

To simplify the expression \( 17y - 10 + 3(2y + 1) \), you can follow these steps in the correct order:

1. Distribute 3 in the expression \( 3(2y + 1) \).
2. Combine like terms.
3. Simplify the expression.

Here’s how the steps translate into actions:

1. Start with the given expression: \( 17y - 10 + 3(2y + 1) \).
2. Distribute: \( 3(2y) + 3(1) = 6y + 3 \).
3. Rewrite the expression: \( 17y - 10 + 6y + 3 \).
4. Combine like terms: \( (17y + 6y) + (-10 + 3) = 23y - 7 \).
5. The simplified expression is \( 23y - 7 \).

So the final order of steps is:

1. Start with the given expression: \( 17y - 10 + 3(2y + 1) \).
2. Distribute \( 3(2y + 1) \) to get \( 6y + 3 \).
3. Combine like terms to get \( 23y - 7 \).

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