In a school there are four sections having 40 students each. In how many ways can a set of 4student representative be chosen one from each section?
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Answered by
47
We can choose 1 student from 40 students in ⁴°C₁ ways.
So a set of 4 students can be chosen in = ⁴°C₁×⁴°C₁×⁴°C₁×⁴°C₁ ways
⁴°C₁ = 40!/(1!×39!) = 40
So total number of ways = 40×40×40×40 = 2560000
So a set of 4 students can be chosen in = ⁴°C₁×⁴°C₁×⁴°C₁×⁴°C₁ ways
⁴°C₁ = 40!/(1!×39!) = 40
So total number of ways = 40×40×40×40 = 2560000
Answered by
17
We can choose 1 student from 40 students in ⁴°C₁ ways.
So a set of 4 students can be chosen in = ⁴°C₁×⁴°C₁×⁴°C₁×⁴°C₁ ways
⁴°C₁ = 40!/(1!×39!) = 40
So total number of ways = 40×40×40×40 = 2560000
so the answer remains the same
So a set of 4 students can be chosen in = ⁴°C₁×⁴°C₁×⁴°C₁×⁴°C₁ ways
⁴°C₁ = 40!/(1!×39!) = 40
So total number of ways = 40×40×40×40 = 2560000
so the answer remains the same
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