Question
In: Math
The number of incorrectly transferred calls made per month is listed below for a sample of...
The number of incorrectly transferred calls made per month is
listed below for a sample of 8 different months:
13 28 39 19 43 28 38 49
2.1 Calculate the mean number of incorrectly transferred calls made
per month. Contextually interpret your answer. (3)
2.2 Calculate the median number of incorrectly transferred calls
made per month. Contextually Interpret your answer. (3)
2.3 State the modal number of incorrectly transferred calls made
per month. Contextually interpret your answer. (2)
2.4 Calculate the standard deviation for the number of incorrectly
transferred calls made. (4)
2.5 Calculate Pearson’s median skewness coefficient for the number
of incorrectly transferred calls made. Contextually interpret your
answer. (3)
2.6 Which measure of central location would you use in your
reporting – the mean, median or mode? Motivate your answer. (2)
Solutions
milcah answered 1 year agoRelated Solutions
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is a t-distribution necessary? _________________ c.what assumption
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What is the value of t for a 95% confidence interval?
_______________________
What is the 95%...
A farmer wants to determine the mean number of eggs produced per month. A sample of...
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The number of sample orders written during each of the last 10 days are listed below....
The number of sample orders written during each of the last 10
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3,6,9,8,7,4,6,5,1,1. Determine population standard deviation and
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A sample of calls made to the customer service departments at two publishers is taken, and...
A sample of calls made to the customer service departments at
two publishers is taken, and the number of minutes spent on hold is
recorded. Results are shown in the table. Both populations of
hold-times are normally distributed.
Publisher C
n=32
x-bar=36.1 min.
s= 4.5 min.
Publisher D
n= 28
x-bar=45.7 min.
s= 7.3 min.
a. Use formula/chart to test the claim that the standard
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significance and the critical...
3. Below is the number of texts per day for a random sample of students from...
3. Below is the number of texts per day for a random sample of
students from last semester. (Population normal enough.)
a. Create the 95% confidence interval for both sets of data. Is
there evidence that the population means are different? Under 19
years old: 250, 15, 200, 10, 15, 50, 20, 150, 63, 15, 7, 20, 35, 4,
20 At least 19 years old: 100, 20, 40, 5, 30, 100, 100, 65, 5, 25,
20, 50, 10, 10
b....
A telephone company claims the average number of phone calls made every day in a household...
A
telephone company claims the average number of phone calls made
every day in a household is more than three. A random sample of 169
days is survey in a mean of two and a standard deviation of .2 are
found, test the claim at a 5% level of significance. Assume the
district distribution is normal.
Modify the following code to count the number of recursive calls made for the Manhattan-path problem...
Modify the following code to count the number of recursive calls
made for the Manhattan-path problem we studied earlier. Next,
modify to include stored values and see how that reduces the number
of calls made.
public class ManhattanWithCallCount {
public static void main (String[] argv)
{
// Test case 1: go from (2,2) to (0,0)
int r = 2;
int c = 2;
int n = countPaths (r, c);
System.out.println ("r=" + r + " c=" + c + "...
1. The table below shows Harmony’s preferences for the number of songs she downloads per month,...
1. The table below shows Harmony’s preferences for the number of
songs she downloads per month, holding the prices of all goods
constant. Income ($) Optimal number of songs Income elasticity of
demand for songs
20 2
30 5
40 10
50 10
60 10
a. Complete the income elasticity of demand column for the table
above (using the midpoint method). Are songs ever an inferior good
for Harmony? At what level(s) of income are songs a luxury? (6
points)...
The table below shows Harmony’s preferences for the number of songs she downloads per month, holding...
The table below shows Harmony’s preferences for the number of
songs she downloads per month, holding the prices of all goods
constant.
Income ($)
Optimal number of songs
Income elasticity of demand for songs
20
2
30
4
40
8
50
10
60
10
Complete the income elasticity of demand column for the table
above (using the midpoint method). Are songs ever an
inferior good for Harmony? At what level(s) of income
are songs a luxury?
Draw a smooth approximation of Harmony’s...
The temperature in degrees Fahrenheit and the number of emergency calls are shown below. Determine if...
The temperature in degrees Fahrenheit and the number of
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relationship between the temperature and the number of emergency
calls received. Use .05 significance.
Number of Calls (Y)
Temperature (X)
7
68
4
74
8
82
10
88
11
93
9
99
13
101
What is the p value and is it significant?
Select one:
a. .1898, no it is not significant.
b. .0267, yes it is significant.
c. .2162, yes...
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