https://file.aiquickdraw.com/mathbot/file/17262023025477q9xsp0h.jpg

The question in the image asks for an expression that represents "Four times a number more than 8," where the variable \( p \) is used to represent the number.

The phrase "Four times a number" means multiplying the number by 4, and "more than 8" suggests that we need to add 8 to the product.

The mathematical expression for this would be:

\[
4p + 8
\]

So the expression is \( 4p + 8 \).

Do you need further details or have any other questions about this? Here are five related questions to expand on this:

1. How would you write an expression for three times a number less than 7?
2. What if the problem said "four times the sum of a number and 8"?
3. How can you solve \( 4p + 8 = 20 \) for \( p \)?
4. How would the expression change if it said "four times a number minus 8"?
5. What is the difference between expressions and equations?

**Tip:** When interpreting word problems, always identify key terms like "times," "more than," and "less than" to translate the problem into a mathematical expression.

Four times a number more than 8 (let p be the number).

Learn how to write the algebraic expression for 'four times a number more than 8' using the variable p. This problem introduces basic algebraic concepts suitable for students in Grades 6-8.

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