consider the set A = { all students in our class cohort } and the set B = { all laurier students}
Draw a vnn diagram describing the relationship of A and B. label each section and write out three
Posted 2 years ago by maria in Math 12 University - Data Management | 1 answers
#set notation #probability #data management #diagrams
I’m not sure how to solve:
A librarian wants to display 10 books by Canadian authors on a bookshelf. There are three books by Joseph Boyden, and the rest are by different authors. Determine in how many ways the books can be arranged if the Joseph Boyden books must remain side by side.
Posted 3 years ago by KF1903 in Math 12 University - Data Management | 0 answers
#data management
in how many ways can a president, vice-president and secretary be selected from a group of 10 people? assume that one person does not hold two positions.
Posted 3 years ago by student888 in Math 12 University - Data Management | 0 answers
#data management
You are randomly drawing a card from a deck, replacing it and then drawing another card. What is the probability of choosing a 3 and then an ace?
Posted 3 years ago by Lime in Math 12 University - Data Management | 0 answers
#data management
Fresh water fish have a mean length of 20cm and a standard deviation of 6cm. What percentage of the fish in this lake measure between 15cm and 22cm long?
Posted 3 years ago by Buddy0411 in Math 12 University - Data Management | 0 answers
#probability
There are 6 people having a race: Amy,Bob,Chloe,Dave,Earle, and Fran.What is the probability Amy finishes before Chloe who finishes before Fran?
Posted 3 years ago by shannonhj in Math 12 University - Data Management | 0 answers
#data management
Please answer each question separately.
1.Find the z-score for x = 8 if the mean is 7 and the standard deviation is 2.
2.Find the percentile for x = 8 if the mean is 7 and the standard deviation is 2.
3. IQ scores of people is distributed, with a mean of 100 and a standard deviation of 15. A genius is someone with an IQ greater than or equal to 140. What percent of the population is considered genius?
4. The Weights of 100 remote control cars at a competition are approximately normally distributed. The average weight is 3.2 kg, with a standard deviation of 0.4 kg.
i) How many remote control cars would be disqualified if it were against the rules to have a car with a weight of more than 4 kg or less than 2.4 kg?
ii) A car is said to be in the 90th percentile. How much does it weigh?
Posted 3 years ago by karinaaaaaaa in Math 12 University - Data Management | 1 answers
#probability #data management
Please answer each question sepretly.
1.Find the z-score for x = 8 if the mean is 7 and the standard deviation is 2.
2.Find the percentile for x = 8 if the mean is 7 and the standard deviation is 2.
3. For a mean of 20 and standard deviation of 5, find .
4. For a mean of 75 and a standard deviation of 3, find .
5. For a mean of 153 and standard deviation of 25, find .
6. IQ scores of people around the World are normally distributed, with a mean of 100 and a standard deviation of 15. A genius is someone with an IQ greater than or equal to 140. What percent of the population is considered genius?
7. The Weights of 100 remote control cars at a competition are approximately normally distributed. The average weight is 3.2 kg, with a standard deviation of 0.4 kg.
I) How many remote control cars would be disqualified if it were against the rules to have a car with a weight of more than 4 kg or less than 2.4 kg?
II) A car is said to be in the 90th percentile. How much does it weigh?
Posted 3 years ago by karinaaaaaaa in Math 12 University - Data Management | 1 answers
#data management #probability
Please answer all questions sepretly: Bottle Caps
A machine produces bottle caps. The machine is calibrated to produce bottle caps with a mean diameter of 2.8 cm and standard deviation of 0.03 cm. Let X represent the random variable for diameter of bottle caps. Leave your answers as a percent without rounding.
1. What percent of bottle caps are between 2.77 cm and 2.83 cm?
2. Find P(2.74 ≤ x ≤ 2.86)
3. What percent of bottle caps are less than 2.71 cm?
4. Find P(X ≥ 2.86)
5. What percent of bottle caps are exactly 2.8 cm?
6. If all caps that are smaller than 2.71 cm and greater than 2.89 cm are rejected/thrown out, what percent would be lost?
These are about the frequency polyon:
7.Does the total area under a probability density equal 1.
8.Does the total area under the relative frequency polygon equal 1 if the interval size is 1?
9.Do smaller interval sizes always allow you to get a smoother polygon that will better represent the data?
10.Is the interval size chosen when the difference between the polygon and the histogram bars is as small as possible?
11. Does the interval size depend on the number of data points?
Posted 3 years ago by karinaaaaaaa in Math 12 University - Data Management | 1 answers
#data management #frequency polygon #the normal curve
Bottle Caps
A machine produces bottle caps. The machine is calibrated to produce bottle caps with a mean diameter of 2.8 cm and standard deviation of 0.03 cm. Let X represent the random variable for diameter of bottle caps. Leave your answers as a percent without rounding.
What percent of bottle caps are between 2.77 cm and 2.83 cm?
A:
Find P(2.74 ≤ x ≤ 2.86)
A:
What percent of bottle caps are less than 2.71 cm?
A:
Find P(X ≥ 2.86)
A:
What percent of bottle caps are exactly 2.8 cm?
A:
If all caps that are smaller than 2.71 cm and greater than 2.89 cm are rejected/thrown out, what percent would be lost?
A:
Men's Shoe Designer
A men's shoe designer is willing to accommodate 95% of the male population. If the mean foot length is 25.25 cm and the standard deviation is 3.875 cm, answer the following:
What is the smallest foot length the designed is willing to accommodate?
A:
What is the largest foot length the designed is willing to accommodate?
A:
Posted 3 years ago by karinaaaaaaa in Math 12 University - Data Management | 4 answers
#probability #data management