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When we arrange $48, 17, 81, 95, 10$ in ascending order, the answer is:

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When we arrange $3, 90, 60, 75, 40$, in descending order, the answer is:

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The number name for $57$ is:

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What is the sum of $5 \text{and} 4$?

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What is the sum of $43 \text{and} 9$?

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What is the sum of $49\text{ and} 23$?

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When we subtract $6 \text{from} 9$, we get:

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When we subtract $43 \text{from} 82$, we get:

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There were $48$ chocolates. $32$ chocolates were distributed among pupils. How many chocolates are left?