A researcher working for the Ray-Ban Corporation decides to
perform a hypothesis test to investigate whether there is a
significant positive correlation
between monthly temperature and number of sunglasses sold at one of
their locations.
The researcher randomly selected the following sample from this
location.
Monthly Temperature (°F)
Number
of Sunglasses Sold
80
91
61
34
56
66
99
72
71
74
95
125
43
65
The sample correlation coefficient, r, is:
The statistical software output for this problem is :
Simple linear regression results:
Dependent Variable: y
Independent Variable: x
y = 16.150961 + 0.81968964 x
Sample size: 7
R (correlation coefficient) = 0.6073929
R-sq = 0.36892613
Estimate of error standard deviation: 24.167123
The sample correlation coefficient, r, is: 0.607
A researcher working for the Ray-Ban Corporation decides to perform a hypothesis test to investigate whether...
A researcher working for the Ray-Ban Corporation decides to perform a hypothesis test to investigate whether there is a significant positive correlation between monthly temperature and number of sunglasses sold at one of their locations. The researcher randomly selected the following sample from this location. Monthly Temperature (°F) Number of Sunglasses Sold 80 91 61 34 56 66 99 72 71 74 95 125 43 65 (TEMP SUMS: 2x = 505; E x2 = 38,973) (NBR SUMS: 2 x =...
152
A researcher working for the Ray-Ban Corporation decides to perform a hypothesis test to investigate whether there is a significant positive correlation between monthly temperature and number of sunglasses sold at one of their locations. The researcher randomly selected the following sample from this location. Monthly Temperature (°F) Number of Sunglasses Sold 80 91 61 34 56 66 99 72 71 74 95 125 43 65 (TEMP SUMS: 2x = 505; E x2 = 38,973) (NBR SUMS: 2 x...
7
A researcher working for the Ray-Ban Corporation decides to perform a hypothesis test to investigate whether there is a significant positive correlation between monthly temperature and number of sunglasses sold at one of their locations. The researcher randomly selected the following sample from this location. Monthly Temperature (°F) Number of Sunglasses Sold 80 91 61 34 56 66 99 72 71 74 95 125 43 65 (TEMP SUMS: 2x = 505; E x2 = 38,973) (NBR SUMS: 2 x...
A researcher working for the Ray-Ban Corporation decides to perform a hypothesis test to investigate whether there is a significant positive correlation between monthly temperature and number of sunglasses sold at one of their locations. The researcher randomly selected the following sample from this location. Monthly Temperature (°F) Number of Sunglasses Sold 80 91 61 34 56 66 99 72 71 74 95 125 43 65 (TEMP SUMS: 2x = 505; E x2 = 38,973) (NBR SUMS: 2 x =...
A researcher working for the Ray-Ban Corporation decides to perform a hypothesis test to investigate whether there is a significant positive correlation between monthly temperature and number of sunglasses sold at one of their locations. The researcher randomly selected the following sample from this location. Monthly Temperature (°F) Number of Sunglasses Sold 80 91 61 34 56 66 99 72 71 74 95 125 43 65 Using the coefficient of determination, which statement is correct? a. 37% of the variability in the number of sunglasses sold per month...
A researcher working for the Ray-Ban Corporation decides to perform a hypothesis test to investigate whether there is a significant positive correlation between monthly temperature and number of sunglasses sold at one of their locations. The researcher randomly selected the following sample from this location. Monthly Temperature (°F) Number of Sunglasses Sold 80 91 61 34 56 66 99 72 71 74 95 125 43 65 (TEMP SUMS: 2x = 505; 2x2 = 38,973) (NBR SUMS: 2x = 527; 2...
A researcher working for the Ray-Ban Corporation decides to
perform a hypothesis test to investigate whether there is a
significant positive correlation
between monthly temperature and number of sunglasses sold at one of
their locations.
The researcher randomly selected the following sample from this
location.
The researcher randomly selected the following sample from this location. Monthly Temperature (°F) Number of Sunglasses Sold 80 91 61 34 56 66 99 72 71 74 95 125 43 65 (TEMP SUMS: x =...
A researcher working for the Ray-Ban Corporation decides to perform a hypothesis test to investigate whether there is a significant positive correlation between monthly temperature and number of sunglasses sold at one of their locations. The researcher randomly selected the following sample from this location. Monthly Temperature (°F) Number of Sunglasses Sold 80 91 61 34 56 66 99 72 71 74 95 125 43 65 The decision rule for this hypothesis test at α= 5% is: a. Reject Ho if the test statistic is greater than the...
Problem 4: Variables that may affect Grades The data set contains a random sample of STAT 250 Final Exam Scores out of 80 points. For each individual sampled, the time (in hours per week) that the student spent participating in a GMU club or sport and working for pay outside of GMU was recorded. Values of 0 indicate the students either does not participate in a club or sport or does not work a job for pay. The goal of...
The ExceptionLab class provided: – Creates an array of 100
elements and fills it with random numbers from 1 to 100. – It asks
the user for an index value between 0 and 99. – Prints the element
at that position. – If a number > 99 is entered by the user, the
class will abort with an ArrayIndexOutOfBoundsException • Modify
the ExceptionLab: – Add a try-catch clause which intercepts the
ArrayIndexOutOfBounds and prints the message: Index value cannot be...