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You have 56 apples and want to divide them into equal groups. What is the largest number of apples you can have in each group if each group must contain the same number of apples?
  • a)
    2 apples
  • b)
    4 apples
  • c)
    7 apples
  • d)
    8 apples
Correct answer is option 'D'. Can you explain this answer?
Verified Answer
You have 56 apples and want to divide them into equal groups. What is ...
The largest number that divides 56 evenly is 8. 56 ÷ 8 = 7, so you can have 8 apples in each of the 7 groups.
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Most Upvoted Answer
You have 56 apples and want to divide them into equal groups. What is ...
Dividing 56 Apples into Equal Groups
To find the largest number of apples that can be in each group when dividing 56 apples into equal groups, we need to determine the factors of 56. The factors of 56 are 1, 2, 4, 7, 8, 14, 28, and 56.

Explanation:
- 2 apples: If we divide 56 apples into groups of 2, we would have 28 groups. This is the largest number of apples per group.
- 4 apples: If we divide 56 apples into groups of 4, we would have 14 groups. This is a smaller number of apples per group compared to dividing by 2.
- 7 apples: If we divide 56 apples into groups of 7, we would have 8 groups. This is a smaller number of apples per group compared to dividing by 2.
- 8 apples: If we divide 56 apples into groups of 8, we would have 7 groups. This is the largest number of apples per group among the options given.
Therefore, the largest number of apples that can be in each group when dividing 56 apples into equal groups is 8 apples.
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Community Answer
You have 56 apples and want to divide them into equal groups. What is ...
The answer will be option "d" and the explanation is 56÷7
= the greatest no. of apples each group will have is 8
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You have 56 apples and want to divide them into equal groups. What is the largest number of apples you can have in each group if each group must contain the same number of apples?a)2 applesb)4 applesc)7 applesd)8 applesCorrect answer is option 'D'. Can you explain this answer?
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