Identify the missing proportion in the following equation:

14:? = 125:500



The equation provided is \( \frac{14}{?} = \frac{125}{500} \).

To find the missing proportion, you can use cross-multiplication:

\[
14 \times 500 = 125 \times ?
\]

Now solve for \( ? \):

\[
7000 = 125 \times ?
\]
\[
? = \frac{7000}{125} = 56
\]

So, the missing value is **56**.

Would you like any further details or have any questions?

Here are five related questions you could explore:
1. What is the concept of proportions in mathematics?
2. How do you solve more complex proportion problems with multiple unknowns?
3. What are direct and inverse proportions, and how do they differ?
4. How are proportions applied in real-life situations?
5. Can you solve proportions with variables in both numerators and denominators?

**Tip**: Cross-multiplication is a powerful tool for solving proportion problems quickly.

Identify the missing proportion in the following equation: 14:? = 125:500

Learn how to find the missing value in the proportion 14:? = 125:500 using cross-multiplication. This problem involves key mathematical concepts like ratios and proportions, and it's suitable for students in Grades 6-8.

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