c) What is the probability that an adult scored 85 on the IQ test? d) Given that
ID: 3317123 • Letter: C
Question
c) What is the probability that an adult scored 85 on the IQ test? d) Given that an adult's score was at least 85, what is probability that this adult scored under 115? e) Is the IQ measurement considered ratio or interval quantitative data? 2. G. Given each scenario, identify an appropriate type of chart or plot discussed in class that you could use to determine the answer. (e.g. pie chart, scatterplot, etc.) a) A poll of 200 undergraduates was taken. The respondents were asked to list all the modes of transportation used going from their home to campus. b) is the correlation between daily outside temperature and amount of natural gas used for heating positive or negative? c) We want to understand the Indiana yearly harvest (in tons) of soybeans between 1985 and 2015. d) We want to see if there is a relationship between the weight of a passenger vehicle and fuel efficiency (measured as miles per gallon). e) We want to understand the distribution of yearly household incomes in Tippecanoe County for 2012. f) We want to understand the distribution of cholesterol level for 100 males aged 20-30 g) What is the percentage of Indiana vehicles that are small passenger cars, large passenger cars, trucks, SUVs, and other types? 3. Wutao is going on vacation in Hawaii! Once there, he has decided to jump over a shark on water skis. He consulted a team of a Purdue Engineers. The team leader estimates the distance of Wutao's water skiing jumps has a Normal distribution with a mean of 24.5 feet and variance of 9.61.Explanation / Answer
a)
you can use a barchart that shows how many people used different transportation modes , where each bar length would represent the number of people using the transportation
b)
use a scatterplot , as it shows the relationship between 2 numeric variables , here temperature and amount of gas
c)
as this is over a time period from 1985 to 2015 , you can either use a line chart or a bar chart can also work
d)
again 2 numeric variables and we need to study a relationship , hence a scatterplot must be used
e)
for distribution we must plot a histogram of the yearly household incomes
f)
again for distribution , use a histogram
g)
here we want to compare percentages of cars , hence we must use a pie chart as it is the best depiction for showing the percentage contribution of each type of vehicle
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