Mathematics

Mathematics, 19.10.2019 04:50, sparkyjones02

Aswimming event features 8 swimmers. if each swimmer has an equally likely chance of finishing in the top two, what is the probability that yumii will be in first and paquitta in 2nd place? the 8 swimmers are : octavia, natasha, calista, yumii, eden, paquitra, samantha, lorena

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Mathematics, 05.07.2019 17:10, 20warriorsoul14

Which of the following is not a principle of probability? choose the correct answer below. a. all events are equally likely in any probability procedure. b. the probability of an event that is certain to occur is 1. c. the probability of an impossible event is 0. d. the probability of any event is between 0 and 1 inclusive.

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Mathematics, 28.07.2019 20:30, boi7348

Some people are born superstars, really! michael , the olympic swimmer is a perfect example. his hands and feet are bigger than normal, which him move quickly through the water. he can reach his arms higher above his head than can other swimmers. some people argue, that because he has natural advantages over other swimmers, it was not fair that he won eight gold medals in 2008. consequently first of all for the same reason equally important

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Physics, 14.09.2019 01:30, briannaseaton123

In the 2016 olympics in rio, after the 50 m freestyle competition, a problem with the pool was found. in lane 1there was a gentle 1.2 cm/s current flowing in the direction that the swimmers were going, while in lane 8there was a current of the same speed but directed opposite to the swimmers' direction. suppose a swimmer could swim the 50.0 m in 25.0 s in the absence of any current. how would the time it took the swimmer to swim 50.0 m change in lane 1? enter negative value if the swimmer would be faster and positive value if the swimmer would be slower. part b how would the time it took the swimmer to swim 50.0 m change in lane 8? enter negative value if the swimmer would be faster and positive value if the swimmer would be slower.

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Mathematics, 22.09.2019 15:00, shamiya15

Acommunity swim team has 160 members. seventy of the members are advanced swimmers. forty-eight of the members are intermediate swimmers. the remainder are novice swimmers. fifty of the advanced swimmers practice four times a week. thirty-eight of the intermediate swimmers practice four times a week. twelve of the novice swimmers practice four times a week. suppose one member of the swim team is chosen randomly. (a) what is the probability that the member is a novice swimmer? (b) what is the probability that the member practices four times a week? (c) what is the probability that the member is an advanced swimmer and practices four times a week? (d) what is the probability that a member is an advanced swimmer and an intermediate swimmer? (e) are being an advanced swimmer and an intermediate swimmer mutually exclusive? (f) why or why not? explain.

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