The second quartile is the median of the data sets and have a value of 100.
<h3>What is an
equation?</h3>
An equation is an expression that shows the relationship between two or more numbers and variables.
The box-and-whisker plot provides a five number summary of data sets i.e. minimum, lower quartile, median, upper quartile and range.
The second quartile is the median of the data sets and have a value of 100.
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We first consult the hyperbolic definition of sinh t. The expression is equal to (e^t - e^-t) / 2. since there is ln t inside, the appropriate equivalent should be <span>(e^ln t- e^- ln t) / 2. This is equal to (t + t) /2 equal to t. The differential is equal to 1. </span>
Solution :
a.The table below shows the different distribution of the students in differnt majors :
Subjects No. of graduates
Accounting 28
Finance 21
Management 24
Info System 16
Marketing 22
Therefore, "accounting" have the maximum number of graduates.
b. The average monthly salaries of the graduates from some of the different majors are :
Subjects Average salary Overall salary
Finance 699 77595
Accounting 1014 112560
Info Sys 577 64000
Marketing 663 73590
Management 688 76320
Therefore, the "Accounting" group have the highest average salary.
c. The "info System" has the lowest overall salary.
2.b. The data showing is more or less the linear relationship between the "Annual Expenses" and the "Weekly usage", therefore initially, we fit the linear regression equation of the form.
The ordinary least square estimates are
So,
c. The amount of the variation the estimated model explains for the entire variation is given by the measure of
= 0.856
It shows the linear regression that explains the good amount of entire variability of the annual expenses. It also supports the assumption of the "Linear Model".
a. The Scatter plot is attached below.
The beginning is 4 go down 5 and over one