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0 | How many ways are there to divide a set of 8 elements into 5 non-empty ordered subsets? | [
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"To divide a set of 8 elements into 5 non-empty ordered subsets, we can think of this as distributing the 8 elements into 5 distinct \"boxes\" (representing the subsets), where the order of the elements in each box matters.",
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1 | How many ways are there to divide a set of 8 elements into 5 non-empty ordered subsets? | [
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"To divide a set of 8 elements into 5 non-empty ordered subsets, we can think of this as distributing the 8 elements into 5 distinct \"boxes\" (representing the subsets), where the order of the elements in each box matters.",
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2 | How many ways are there to divide a set of 8 elements into 5 non-empty ordered subsets? | [
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"To divide a set of 8 elements into 5 non-empty ordered subsets, we can think of this as distributing the 8 elements into 5 distinct \"boxes\" (representing the subsets), where the order of the elements in each box matters.",
"This can be solved using the concept of permutations with repetition. Since we ... | [
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3 | How many ways are there to divide a set of 8 elements into 5 non-empty ordered subsets? | [
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"To divide a set of 8 elements into 5 non-empty ordered subsets, we can think of this as distributing the 8 elements into 5 distinct \"boxes\" (representing the subsets), where the order of the elements in each box matters.",
"This can be solved using the concept of permutations with repetition. Since we ... | [
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4 | How many ways are there to divide a set of 8 elements into 5 non-empty ordered subsets? | [
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"To divide a set of 8 elements into 5 non-empty ordered subsets, we can think of this as distributing the 8 elements into 5 distinct \"boxes\" (representing the subsets), where the order of the elements in each box matters.",
"This can be solved using the concept of permutations with repetition. Since we ... | [
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] | ["11760", 11760] |
5 | How many ways are there to divide a set of 8 elements into 5 non-empty ordered subsets? | [
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"To divide a set of 8 elements into 5 non-empty ordered subsets, we can think of this as distributing the 8 elements into 5 distinct \"boxes\" (representing the subsets), where the order of the elements in each box matters.",
"This can be solved using the concept of permutations with repetition. Since we ... | [
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6 | How many ways are there to divide a set of 8 elements into 5 non-empty ordered subsets? | [
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[
"To divide a set of 8 elements into 5 non-empty ordered subsets, we can think of this as distributing the 8 elements into 5 distinct \"boxes\" (representing the subsets), where the order of the elements in each box matters.",
"This can be solved using the concept of permutations with repetition. Since we ... | [
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7 | How many ways are there to divide a set of 8 elements into 5 non-empty ordered subsets? | [
0,
1,
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3,
5,
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[
"To divide a set of 8 elements into 5 non-empty ordered subsets, we can think of this as distributing the 8 elements into 5 distinct \"boxes\" (representing the subsets), where the order of the elements in each box matters.",
"This can be solved using the concept of permutations with repetition. Since we ... | [
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8 | How many ways are there to divide a set of 8 elements into 5 non-empty ordered subsets? | [
0,
1,
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3,
5,
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11,
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13,
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] | [
[
"To divide a set of 8 elements into 5 non-empty ordered subsets, we can think of this as distributing the 8 elements into 5 distinct \"boxes\" (representing the subsets), where the order of the elements in each box matters.",
"This can be solved using the concept of permutations with repetition. Since we ... | [
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9 | How many ways are there to divide a set of 8 elements into 5 non-empty ordered subsets? | [
0,
1,
2,
3,
5,
7,
8,
9,
11,
12,
13,
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] | [
[
"To divide a set of 8 elements into 5 non-empty ordered subsets, we can think of this as distributing the 8 elements into 5 distinct \"boxes\" (representing the subsets), where the order of the elements in each box matters.",
"This can be solved using the concept of permutations with repetition. Since we ... | [
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"7560",
"47045881",
"151200",
"3819816960",
"840000",
"151200",
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"840000"
] | ["11760", 11760] |
10 | How many ways are there to divide a set of 8 elements into 5 non-empty ordered subsets? | [
0,
1,
2,
3,
5,
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9,
11,
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] | [
[
"To divide a set of 8 elements into 5 non-empty ordered subsets, we can think of this as distributing the 8 elements into 5 distinct \"boxes\" (representing the subsets), where the order of the elements in each box matters.",
"This can be solved using the concept of permutations with repetition. Since we ... | [
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"151200",
"7560",
"47045881",
"151200",
"3819816960",
"840000",
"151200",
"19014",
"840000"
] | ["11760", 11760] |
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