Question
Put the steps in order to simplify the expression: 14y - 6 + 3 (4y + 7).
NOTE: Start with the given expression.
(4 points)
= Original expression: 14y - 6 + 3(4y + 7)
= Rearrange to see like terms: 14y + 12y - 6 + 21
= Combine like terms: 28y + 15
= Do the distributive property: 14y - 6 + 12y + 21
NOTE: Start with the given expression.
(4 points)
= Original expression: 14y - 6 + 3(4y + 7)
= Rearrange to see like terms: 14y + 12y - 6 + 21
= Combine like terms: 28y + 15
= Do the distributive property: 14y - 6 + 12y + 21
Answers
GPT-4o mini
To simplify the expression \( 14y - 6 + 3(4y + 7) \), the correct order of steps would be:
1. **Original expression:** \( 14y - 6 + 3(4y + 7) \)
2. **Do the distributive property:** \( 14y - 6 + 12y + 21 \)
3. **Rearrange to see like terms:** \( 14y + 12y - 6 + 21 \)
4. **Combine like terms:** \( 28y + 15 \)
So the ordered steps are as follows:
1. Original expression: \( 14y - 6 + 3(4y + 7) \)
2. Do the distributive property: \( 14y - 6 + 12y + 21 \)
3. Rearrange to see like terms: \( 14y + 12y - 6 + 21 \)
4. Combine like terms: \( 28y + 15 \)
1. **Original expression:** \( 14y - 6 + 3(4y + 7) \)
2. **Do the distributive property:** \( 14y - 6 + 12y + 21 \)
3. **Rearrange to see like terms:** \( 14y + 12y - 6 + 21 \)
4. **Combine like terms:** \( 28y + 15 \)
So the ordered steps are as follows:
1. Original expression: \( 14y - 6 + 3(4y + 7) \)
2. Do the distributive property: \( 14y - 6 + 12y + 21 \)
3. Rearrange to see like terms: \( 14y + 12y - 6 + 21 \)
4. Combine like terms: \( 28y + 15 \)