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Fahad has 4 different coloured pairs of shoes (white, red, blue and black), 3 different coloured pairs of jeans (blue, black and brown) and 7 different coloured tee shirts (red, orange, yellow, blue, green, white and purple).

a) Fahad chooses an outfit consisting of one pair of shoes, one pair of jeans and one tee shirt. How many different outfits can he choose?

b) How many different ways can Fahad arrange his 3 jeans and 7 tee shirts in a row if the two blue items are not next to each other?

Fahad also has 9 different books about sport. When he goes on holiday he chooses at least one of these books to take with him.

c) How many different selections are there if he can take any number of books ranging from just one of them to all of them?

پاسخ تشریحی :
نمایش پاسخ

a) $4 \times 3 \times 7 = 84$

b) $10! - 9! \times 2$

$ = 2903040{\text{ }}\left( {2900000} \right)$

OR $8! \times 9 \times 8$

$ = 2903040{\text{ }}\left( {2900000} \right)$

c) ${}^9{C_1} + {}^9{C_2} + {\text{ }}...{\text{ }} + {}^9{C_9}$

$ = 511$

OR ${2^9} - 1$

$ = 511$

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