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when does moana 2 come to disney - GetMeFoodie

📅 April 29, 2026 👤 scraface

Apr 29, 2026

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📌 We compute both compositions and set them equal.

📌 An instructional designer creates a course with 4 modules, each containing a different number of lessons: 3, 4, 5, and 6 lessons respectively. If a student chooses one lesson at random from each module, how many different combinations of lessons can the student select?

📌 To find the total number of different combinations of lessons a student can select, we use the multiplication principle. The number of choices for each module is independent of the others. Therefore, the total number of combinations is the product of the number of lessons in each module:

📌 A public health researcher is analyzing a survey with 5 questions, each having 4 possible responses (A, B, C, D). If a participant answers each question with exactly one response, how many different ways can a participant complete the survey?

📌 Each question on the survey offers 4 choices, and since there are 5 questions, and each is answered independently, we again apply the multiplication principle. The total number of ways to complete the survey is the product of the number of choices per question:

📌 A student is designing a weekly study plan combining 3 subjects: Math, Science, and Language. Each week, the student chooses one subject per day (7 days), and each subject must be studied at least once during the week. How many distinct study plans satisfy this requirement?

📌 We are to count the number of functions from a set of 7 days to 3 subjects (Math, Science, Language), such that each subject appears at least once. This is a classic inclusion-exclusion problem.

📌 Subtract plans missing at least one subject.

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Le total est : x + 3x + (3x + 200 000) = 7x + 200 000 = 2 400 000.
Donc, 7x = 2 400 000 − 200 000 = <<2400000-200000=2200000>>2 200 000.
Alors x = 2 200 000 ÷ 7 = <<2200000/7=314285.714>>314 285,714 → arrond...
#### 314286
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