in Combinatory
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2 votes
2 votes

I am solving with Pigeon Hole Principle. Please correct me if I am wrong.

Considering the required number of books as pigeons, days of the month as pigeonholes with 3 pigeons per day.

if my approach is wrong, please correct me

in Combinatory
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4 Comments

month can be of 30 or 31 days , 7 poems can keep her busy for 35 days :P

to create different sets of 3 we need to choose 3 poems out of 7 poems

7C3 = 35

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1

@Mk Utkarsh,

Can you please explain this statement?

7 poems can keep her busy for 35 days :P

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0
the book contain 7 distinct poems and she needs distinct set of 3 poems every day

to choose 1st poem she has 7 options

to choose 2nd poem she has 6 options

to choose 3rd poem she has 5 options

but these are permutations so we need to divide by 3! because we don't care about the order.

$\frac{7 * 6 * 5}{3 * 2}$ = 35

that means we have 35 distinct set of 3 poems from 7 distinct poems
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