The number of vanilla ice creams is $15$ and the number of chocolate ice creams is $5$ . How many fewer chocolate ice creams are there than vanilla ice creams?

20

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10

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5

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15

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Solution

The correct option is B $10$
Say: The number of vanilla and chocolate ice creams is given.

Ask:
What do we have to do here?
Ans: We need to find how many fewer chocolate ice creams are there than vanilla ice creams.

How many vanilla ice creams are there?
Ans: $15$

How many chocolate ice creams are there?
Ans: $5$

How many fewer chocolate ice creams are there than vanilla ice creams?
Ans: $10$

How did you find the answer?
Ans: By subtracting the smaller number, i.e. $5$ , from the greater number, i.e. $15$ . We get a difference of $10$ .

Hence, Option A is correct.

WB: If required, use the whiteboard to represent the total number of vanilla ice creams on a number frame. Then cross out the number of chocolate ice creams as shown and write the subtraction equation.

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The number of vanilla ice creams is 15 and the number of chocolate ice creams is 5. How many fewer chocolate ice creams are there than vanilla ice creams?

The number of vanilla ice creams is $15$ and the number of chocolate ice creams is $5$ . How many fewer chocolate ice creams are there than vanilla ice creams?