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I. A baker makes 100 sausage rolls. He divides them into 5 trays to bake. a) What fraction of the sausage rolls goes on each tray? b) How many sausage rolls go on each tray?

Ask by Pearson Chen. in Australia
Mar 20,2025

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Answer

Each tray gets \( \frac{1}{5} \) of the sausage rolls, which is 20 rolls.

Solution

**Step 1:** The baker makes a total of \( 100 \) sausage rolls and divides them equally among \( 5 \) trays. **Step 2:** (a) The fraction of the sausage rolls on each tray is the portion of the total that goes on one tray. Since there are \( 5 \) trays, each tray gets \[ \frac{1}{5} \] of the sausage rolls. **Step 3:** (b) To determine how many sausage rolls go on each tray, divide the total number of sausage rolls by the number of trays: \[ \frac{100}{5} = 20. \] Thus, each tray gets \( 20 \) sausage rolls.

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Each tray gets 1/5 of the total sausage rolls. When you divide the total of 100 sausage rolls by 5 trays, each tray gets the same fraction of the whole batch. Now, for the number of sausage rolls per tray, if we divide 100 by 5, each tray gets 20 sausage rolls. So, you have 5 trays, each proudly holding 20 delicious sausage rolls, ready to be baked to perfection!

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