For his birthday, Max got 4 new movies as gifts. If Max watches each movie once, how many different orders could he have watched them in?
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Se você colocasse em inglês ganharia mais votos
Max has : 4 probability in the first turn, 3 in the next turn, 2 in the next turn, and finally just 1 left. so he could watch it with 4x3x2x1 different orders = 24 orders
What do you mean by "4 probability in the first turn"? Be mindful of the choice of word that you are using, as that can cause confusion.
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How he can't repeat the sequence he used the factorial
As Max has got 4 new movies as gifts...
so he can watch in 24 different orders....
1 \times 2 \times 3 \times 4 = 24
there are 4 movies and we have to arrange them in way that there would be no repetition and this can be done in 4! ways
4!=4x3x2x1 Multiply them all. 4!=24 Therefore,24 is the answer. Got it?
Ele Pode Ir de Diversas Maneiras sem se Importar a Ordem Assim Você Só Calcula o Número de Maneiras pelo Número de Ingressos :
4! = 4 \times 3 \times 2 \times 1 = 24
Usa em inglês
For answer he question, we only need to do the fatorial of the number 4. 4! = 4 3 2*1 4!= 24
Use only Factorial -=-=-
I'm sorry, I only wanted to put the product of the numbers
4 * 3 * 2 * 1 = 4! pick one random from 4 than pick one from the remaining 3 and then one from the remaining 2
4!
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Assiste cada filme UMA VEZ. Logo,temos no 1º dia 4 possibilidades,no 2º dia 3 possibilidades, no 3ºdia 2 possibilidades e no 4º dia 1 possibilidade. Ou seja: 4 x 3 x 2 x 1 = 24