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The question asks for the ratio of melons to apples in the form \( 1 : n \), where \( n \) is a decimal rounded to two decimal places.

We are given:
- 93 melons
- 41 apples

The ratio of melons to apples is \( \frac{93}{41} \).

Now, we calculate \( \frac{93}{41} \) and then convert it to the form \( 1 : n \).

Let me do the calculation.The ratio of melons to apples is approximately \( 1 : 2.27 \) when rounded to two decimal places.

Would you like any further details or explanations?

Here are 5 related questions for practice:
1. If the grocer sold 120 melons and 50 apples, what would the ratio \( 1 : n \) be?
2. What is the inverse ratio of apples to melons in this problem?
3. How would the ratio change if the number of melons sold was doubled?
4. If the grocer sold the same number of apples and melons, what would the ratio \( 1 : n \) be?
5. What is the percentage increase from 41 apples to 93 melons?

**Tip**: When dealing with ratios, always simplify as much as possible before expressing in the required form.

A greengrocer sold 93 melons and 41 apples. Write the ratio of melons to apples in the form 1 : n. Give n as a decimal to 2 d.p.

Learn how to calculate the ratio of melons to apples sold by a greengrocer. Given 93 melons and 41 apples, find the ratio in the form 1 : n, rounding the result to two decimal places. This problem covers basic ratio and division concepts, suitable for students in Grades 6-8.

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