If Sachi, Sheryl, Sharon, Shannon, and Stephanie are all sitting on the backseat of the school bus, in how many different ways can they seat themselves?
5 possibilities for the first seat, 4 for the second, 3 for the third, etc. so it would just be 5! (five factorial)
More than 5 ways
actually it is 16 ways- shachi= I, Sharon= O, Shannon= N, Stephinie= P 1:IONP 2:ONPI 3:NPIO 4:PION 5:INPO 6:IPON 7:IOPN 8:OIPN 9:ONIP 10:OPNI 11:NPOI 12:NIOP 13:NOPI 14:PONI 15:PINO 16:PNIO
@ghg
\(^5 P _5 = 120\), aka \(5!\) poor Sheryl.
@Layla you only included 4 people in your answer when there are five in the problem Also, I said 5! Which is not the same as 5 (as sillybilly stated, 5! = 120)
@Vocaloid Okay people make mistakes
Mistakes should be calmly pointed out and corrected If I make a math mistake I would like someone to point it out so I don't mislead people
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