The sixth-graders at Eve's school got to visit either the science museum or the history museum. 16 students picked the science museum and 25 students picked the history museum. What is the ratio of the number of sixth-graders who visited the history museum to the number of sixth-graders who visited the science museum?

The problem asks for the ratio of the number of students who visited the history museum to the number of students who visited the science museum.

- 25 students visited the history museum.
- 16 students visited the science museum.

The ratio is calculated by dividing the number of history museum visitors by the number of science museum visitors:

\[
\text{Ratio} = \frac{\text{Number of history museum visitors}}{\text{Number of science museum visitors}} = \frac{25}{16}
\]

Thus, the ratio is \( 25:16 \).

Would you like further clarification or details on this?

Here are 5 related questions:
1. What would the ratio be if 32 students visited the science museum and 50 visited the history museum?
2. How would the ratio change if 10 more students went to the science museum?
3. How can you simplify a ratio?
4. If there were 20 students in both museums, what would the ratio be?
5. How do you compare two ratios to check if they are equivalent?

**Tip:** When calculating ratios, always maintain the correct order based on the question.

Find out how to calculate the ratio of sixth graders who visited the history museum to those who visited the science museum. In this problem, 25 students chose the history museum and 16 chose the science museum. The step-by-step solution is ideal for Grade 6 students learning about ratios and division.

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