The Bayview Community Pool has a snack stand where Juan works part-time. He tracked his total sales during each shift last month. This box plot shows the results.
Total sales per shift ($)
100
150
200
250
300
350
What fraction of Juan's shifts had total sales of $225 or more?

To find the fraction of Juan's shifts that had total sales of $225 or more, we need to count the number of shifts where the total sales were $225 or greater and divide that by the total number of shifts.

Looking at the box plot:

- The minimum value is $100.

- The first quartile (Q1) is $150.

- The median is $225.

- The third quartile (Q3) is $300.

- The maximum value is $350.

Since the median is $225, it means that 50% of the shifts had total sales of $225 or more.

Therefore, the fraction of Juan's shifts with total sales of $225 or more is $ \frac{1}{2} $.

The Bayview Community Pool has a snack stand where Juan works part-time. He tracked his total sales during each shift last month. This box plot shows the results. Total sales per shift ($) 100 150 200 250 300 350 What fraction of Juan's shifts had total sales of $225 or more?

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The Bayview Community Pool has a snack stand where Juan works part-time. He tracked his total sales during each shift last month. This box plot shows the results.
Total sales per shift ($)
100
150
200
250
300
350
What fraction of Juan's shifts had total sales of $225 or more?