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The task here involves interpreting a histogram that records the masses of Roman coins and calculating how many coins are in the museum's collection.

### Here's the breakdown:

1. The histogram shows the mass distribution of the coins.
2. The interval between 8g and 17g is specified to contain **126 coins**.
3. You are required to calculate the total number of coins based on this data and the histogram.

Let's start by interpreting the histogram and using the frequency density to calculate the total number of coins. I will guide you through the solution once we extract relevant information from the histogram.

Would you like me to calculate the total number of coins in the museum based on the histogram values?

126 of the Roman coins each weigh between 8 g and 17 g. Work out how many Roman coins are in the museum's collection in total based on the histogram.

Learn how to calculate the total number of Roman coins in a museum using histogram data. This problem involves frequency density calculations and interpretation of the distribution of masses. It is suitable for students in Grades 8-10.

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