DHARMA

Probability Level 1

NUMBER OF DIFFERENT WAYS OF ARRANGING THE LETTERS OF THE WORD "OLYMPAD" IS


The answer is 5040.

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Sudoku Subbu by sudoku subbu , 19, India

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3 solutions

Prasad Sawant
Dec 28, 2014

Simple. 7! = 5040

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Justin Tuazon
Dec 22, 2014

n P r = 7 ! ( 7 − 7 ) ! = 7 ! = 5040 { _{ n }{ P }_{ r }=\frac { 7! }{ (7-7)! } }=7!=5040

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Vishal S
Dec 21, 2014

The actual answer is 5040 and your answer also wrong.

please edit the problem

m

0 Helpful 0 Interesting 0 Brilliant 0 Confused

Thanks, I have updated the answer to 5040.

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Calvin Lin Staff - 6 years, 5 months ago

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