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okay can you check:
x--> 1h--> 60 min
mean=45
sd= 12
P(X > 60) = P(Z > (60-45)/12)
= P(Z > 1.25)
= 1 - P(Z < 2.08)
Z=1.25 --> 0.90332
but since> you dont need to minus one right?
is this correct? please and thank you! I hope I did it right! dont worry I am going to ask someone
wait! I will give it a try! maybe can you tell me if I did it right?
so:
z= x- mean/ standard deviation
z= (1) - ( 45) / 12
z= -2.75 --> rounded 2.80
so:
corresponding probablitlity is : 0.026
is this right? I hope so! thanks!
Yes can you please that would be great! I dont really get the Z score!
Hi this is Bobs again I was wondering if you could check statistics for me! I have asked so many questions thanks for your help! it is jsut that stats is a difficult subject for me!
Data was collected outside a popular new restaurant to determine the mean waiting time to be seated at a table. Assume the data was normally distributed with a mean of 45 min and standard deviation of 12 min
determine the probability that a randomly selected person has to wait less than 20 min
So for this questionI would use:
normalcdf(0,20,45,12)
= 0.0185219157
on to part B
determine the probability that a randomly selected person has to wait more than 1 h?
they have to wait more than an hour
so I cant use the normalCDF thing
thanks once again!
wow thank you that makes more sense!:D:cool:
A committee is to be formed investigates what activities teenagers have available in small communities. The committee is to have 7, chosen randomly from interested community member. There are 10 parents, 5 teenagers, and 4 adults without children who have all expressed an interest in serving on the committee. What is the probability that the adults without children are all on the committee?
7 members
4 adults
19 people all together
7P4 = 840
19P4= 93024
7P4 /19P4
= .009--> 1%
Statistics Canada reported that approximately 76% of families in Edmonton consist of married couples. There are 22 students in grade 3. what is the probability that exactly half of the students have families where the parents are defined as married couples? What is the probability that at least one student does not have parents that are defined as married couples?
Number of trials: 22
Probability: 0.76
K= 11, 12, 13, 14, 15, 16
.. 23
Sum (binompdf (22, 0.76{11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22})
= 0.998
Or do I do it this way:
I did it this way:
Number of trials: 22
Probability: 0.76
K= 1,2,3,4,5,6,7,8,9,10 11, 12, 13, 14, 15, 16
.. 23
Sum (binompdf (22, 0.76{ 1,2,3,4,5,6,7,8,9,10,11, 12, 13, 14, 15, 16, 17,
18, 19, 20, 21, 22})
= 1
1) A Market survey is conducted to determine whether a sports store should carry expensive training equipment for skiers.
The propositions of people who participate in skiing, skating, and racquet sports are as follows:
Skiing: 0.40
Skating: 0.55
Racquet sports: 0.35
Skiing and Skating: 0.05
Skiing and Racquet sports: 0.15
Skating: and Racquet sports: 0.15
All of the 3: 0.05
What is the probability that a person chosen at random would only participate in skiing?
My answer:
Probability= # of favourable outcome / total possible outcomes
0.40 + 0.55+0.35 +0.05 +0.15+0.15 +0.05 = 1.70
Skiing= 0.40
So:
Probability= # of favourable outcome / total possible outcomes
= 0.40/ 1.70
= .2352941176 --> 24%
2) To play a game, a die is rolled to see who plays first. Four players are going to play the game. What is the probability that at least two people roll the same number?
My answer:
12P2 = 132
24P2 = 552
Probability is 132/552 = 0.2391304348 --> 24%
Thanks in advance
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