To simplify the expression \( 14y - 6 + 3(4y + 7) \), follow these steps in order:
- Start with the given expression: \( 14y - 6 + 3(4y + 7) \)
- Distribute \( 3 \) to both terms inside the parentheses: \( 14y - 6 + 12y + 21 \)
- Combine like terms: \( (14y + 12y) + (-6 + 21) \)
- Simplify the expression: \( 26y + 15 \)
So the ordered steps are:
- \( 14y - 6 + 3(4y + 7) \)
- \( 14y - 6 + 12y + 21 \)
- \( (14y + 12y) + (-6 + 21) \)
- \( 26y + 15 \)