Time can be expressed on different levels of scale, including days, weeks, months, and years. Can the scale provided influence perception of time? For example, if you placed an order over the phone, would it make a difference if you were told the package would arrive in four weeks or in one month? To investigate this, two researchers asked a group of 267 college students to imagine that their car needed major repairs and would have to stay at the shop. Depending on the group they were randomized to, the student was either told it would take 1 month or 30/31 days. Each student was then asked to give best- and worst-case estimates of when the car would be ready. The interval between these two estimates (in days) was the response. Here are the results: Group 30/31 days n IS 177 20.4 |14.3 1 month 90 24.8 13.9 Suppose you want to construct a 95% confidence interval for the difference in populations means (30/31 days minus 1 month). What would be the upper limit of the 95% confidence interval? Use the conservative degrees of freedom here.
Time can be expressed on different levels of scale, including days, weeks, months, and years. Can the scale provided influence perception of time? For example, if you placed an order over the phone, would it make a difference if you were told the package would arrive in four weeks or in one month? To investigate this, two researchers asked a group of 267 college students to imagine that their car needed major repairs and would have to stay at the shop. Depending on the group they were randomized to, the student was either told it would take 1 month or 30/31 days. Each student was then asked to give best- and worst-case estimates of when the car would be ready. The interval between these two estimates (in days) was the response. Here are the results: Group 30/31 days n IS 177 20.4 |14.3 1 month 90 24.8 13.9 Suppose you want to construct a 95% confidence interval for the difference in populations means (30/31 days minus 1 month). What would be the upper limit of the 95% confidence interval? Use the conservative degrees of freedom here.
MATLAB: An Introduction with Applications
6th Edition
ISBN:9781119256830
Author:Amos Gilat
Publisher:Amos Gilat
Chapter1: Starting With Matlab
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Question
![Time can be expressed on different levels of scale, including days, weeks, months, and
years. Can the scale provided influence perception of time? For example, if you placed
an order over the phone, would it make a difference if you were told the package
would arrive in four weeks or in one month? To investigate this, two researchers asked
a group of 267 college students to imagine that their car needed major repairs and
would have to stay at the shop. Depending on the group they were randomized to,
the student was either told it would take 1 month or 30/31 days. Each student was
then asked to give best- and worst-case estimates of when the car would be ready.
The interval between these two estimates (in days) was the response. Here are the
results:
Group
30/31 days
In
177
20.4
14.3
1 month
90
24.8
13.9
Suppose you want to construct a 95% confidence interval for the difference in
populations means (30/31 days minus 1 month). What would be the upper limit of
the 95% confidence interval? Use the conservative degrees of freedom here.](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F75bde32e-2314-4169-9e3d-8c1dc265d692%2Fb12fd6f1-df6a-4de2-8970-8cb8424e3675%2Fjzuvkyn_processed.png&w=3840&q=75)
Transcribed Image Text:Time can be expressed on different levels of scale, including days, weeks, months, and
years. Can the scale provided influence perception of time? For example, if you placed
an order over the phone, would it make a difference if you were told the package
would arrive in four weeks or in one month? To investigate this, two researchers asked
a group of 267 college students to imagine that their car needed major repairs and
would have to stay at the shop. Depending on the group they were randomized to,
the student was either told it would take 1 month or 30/31 days. Each student was
then asked to give best- and worst-case estimates of when the car would be ready.
The interval between these two estimates (in days) was the response. Here are the
results:
Group
30/31 days
In
177
20.4
14.3
1 month
90
24.8
13.9
Suppose you want to construct a 95% confidence interval for the difference in
populations means (30/31 days minus 1 month). What would be the upper limit of
the 95% confidence interval? Use the conservative degrees of freedom here.
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