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The question in the image asks to write an expression for **"6 more than twice the number"** where the number is represented by \( y \).

To break this down:

- "Twice the number" means \( 2y \) (since you are multiplying the number \( y \) by 2).
- "6 more than twice the number" means you add 6 to \( 2y \).

So, the correct expression is:

\[
2y + 6
\]

Would you like more details or have any questions about this? Here are 5 related questions that could help expand your understanding:

1. How would the expression change if it were "6 less than twice the number"?
2. What if the question asked for "3 more than three times the number"?
3. Can you represent "6 more than half the number" as an expression?
4. How would you translate "the sum of 6 and twice the number" into an algebraic expression?
5. What is the expression for "6 more than the square of the number"?

**Tip:** When translating word problems into algebra, look for keywords like "twice" (multiply by 2), "more than" (addition), and "less than" (subtraction) to guide you in forming the correct expression.

If y represents a number, write an expression for 6 more than twice the number.

Learn how to write an algebraic expression for the statement '6 more than twice the number' where the number is represented by y. The solution involves basic algebraic concepts and is suitable for students in Grades 6-8.

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