A farmer wants to distribute 285 eggs into equal- sized baskets. If each basket can hold a maximum of 15 eggs, how many full baskets can the farmer make, and how many eggs will be left over? Show your solution.
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To find out how many full baskets can be made and how many eggs will be left over, we can use division.
Number of eggs: 285
Maximum number of eggs per basket: 15
To find the number of full baskets, we divide the total number of eggs by the maximum number of eggs per basket:
285 ÷ 15 = 19
Therefore, the farmer can make 19 full baskets.
To find the number of eggs left over, we subtract the number of eggs used in the full baskets from the total number of eggs:
285 - (15 × 19) = 285 - 285 = 0
Therefore, there are no eggs left over since all the eggs were used in the full baskets.
Answer:
Step-by-step explanation:
To find out how many full baskets can be made and how many eggs will be left over, we can use division.
Number of eggs: 285.
Maximum number of eggs per basket: 15.
To find the number of full baskets, we divide the total number of eggs by the maximum number of eggs per basket:
→285 ÷ 15 = 19.
Therefore, the farmer can make 19 full baskets.
To find the number of eggs left over, we subtract the number of eggs used in the full baskets from the total number of eggs:
→285 - (15 × 19) = 285 - 285 = 0.
Therefore, there are no eggs left over since all the eggs were used in the full baskets.