the quotient of thirty-two and four divided by the sum of one and three

as a numerical expression

The given phrase can be translated into the following numerical expression:

\[
\frac{\frac{32}{4}}{1 + 3}
\]

Here's how it's broken down:
- "The quotient of thirty-two and four" means \(\frac{32}{4}\).
- "Divided by the sum of one and three" means that result is divided by \(1 + 3\).

Would you like a detailed calculation of the result?

Here are 5 questions for further practice:
1. What is the result of \(\frac{64}{8 + 4}\)?
2. How do you simplify \(\frac{\frac{100}{5}}{2 + 3}\)?
3. What is the quotient of forty-five and nine divided by the sum of two and four?
4. Solve the expression \(\frac{81}{9} \div (5 - 2)\).
5. How do you handle parentheses in more complex expressions?

**Tip**: Always solve inside parentheses first when evaluating expressions!

the quotient of thirty-two and four divided by the sum of one and three

Learn how to solve the mathematical expression involving the quotient of 32 and 4 divided by the sum of 1 and 3. This problem covers key arithmetic concepts, including fractions and the order of operations. Suitable for students in Grades 5-7.

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