Question

In: Statistics and Probability

Q- explore the differences and/or similarities of post-high school graduation plans of samples of students who...

Q- explore the differences and/or similarities of post-high school graduation plans of samples of students who graduated from Clarksville High School in 1959, 1970 and 1980 by answering the following:

Year 1959 1970 1980
Continue Education 197 388 320
Employment 103 137 98
Military 20 18 18
Other 13 58 45

a) The labels in the first column of the chart represent ??? and have ??? categories. (Answer ???)

b) The labels in the first row of the chart represent ??? and have ??? categories. (Answer ???)

c) Do you believe there is a relationship between the variables in this study? Why or why not?

d) The total number of high school graduates in the chart is ???. (Answer ???)

e) The percent of high school graduates who joined the military is ???. (Answer ???)

f) The percent of high school graduates who graduated in 1959 is ???. (Answer ???)

g) The percent of 1970 graduates who joined the military is ???. (Answer ???)

h) The percent of high school graduates joining the military who graduated in 1970 is ???. (Answer ???)

I) The percent of 1980 graduates who continued their education is ???. (Answer ???)

j) Prepare Pie Charts

Solutions

Expert Solution

Year 1959 1970 1980 Total
Continue Education 197 388 320 905
Employment 103 137 98 338
Military 20 18 18 56
Other 13 58 45 116
Total 333 601 481 1415

a.

The labels in the first column of the chart represent post-high school graduation plans and have 4 categories.

b.

The labels in the first row of the chart represent Graduation completion year and have 3 categories.

d.

The total number of high school graduates in the chart is 1415.

e.

The percent of high school graduates who joined the military is

Percentage = [ (No of student who joined military ) / Total no. of students ] * 100

= [56 / 1415 ] * 100

= 3.96%

f.

The percent of high school graduates who graduated in 1959 is

Percentage = [ (No of student who graduated in 1959 ) / Total no. of students ] * 100

= [333 / 1415 ] * 100

= 23.53%

g.

The percent of 1970 graduates who joined the military is

Percentage = [ (No of student graduated in 1970 who joined the military ) / Total no. of students ] * 100

= [18 / 1415 ] * 100

= 1.27%


Related Solutions

In a recent report of post-graduation plans of American college seniors, 45% of students were going...
In a recent report of post-graduation plans of American college seniors, 45% of students were going to work in a field related to their majors; 20% were going to get further education and 35% were uncertain about their plans. Out of a recent random sample of 200 CSUF seniors, 100 were going to work in a field related to their majors; 20 were going on to get more education and 80 were uncertain about their futures. Use this information to...
In a certain high school, uniforms are optional. A study shows that high school students who...
In a certain high school, uniforms are optional. A study shows that high school students who wear uniforms have a lower grade average than students who don't wear uniforms. From this study, the school administration claims that they should not require the students to wear uniforms because that is the cause of the lowering grades. Another possible explanation is that students who wear uniforms are poorer than the students who don't wear uniforms and the economic situation of their parents...
In some states, high school students must pass a graduation test before they are able to...
In some states, high school students must pass a graduation test before they are able to receive their high school diplomas. Suppose the students are given up to three chances to pass the exam. If they pass it, they don't need to take it again. If they do not pass the test on the first try, they take it a second time. If they don't pass on the second try, they take it a third time. From past data, we...
Prior to graduation high-school class 0f 2000 was surveyed about their plans. The table below displays...
Prior to graduation high-school class 0f 2000 was surveyed about their plans. The table below displays the results for white and minority students. (The “minority” group includes African-American, Asian, Hispanic, and Native-American students). 4-year college 2-tear college Military Employment Other White Minority 198 54 36 6 4 1 14 3 16 3 Create an appropriate graph comparing white and minority students. (10 points) Do you see any important differences in the post-graduation of white and minority students? Write a brief...
What are some pyschological effects of high school graduation?
What are some pyschological effects of high school graduation?
A nationwide award for high school students is given to outstanding students who are sophomores, juniors,...
A nationwide award for high school students is given to outstanding students who are sophomores, juniors, or seniors (freshmen are not eligible). Of the award-winners, 65 percent are SENIORS, 20 percent JUNIORS, and 15 percent are SOPHOMORES. Note: Your answers should be expressed as decimals rounded to three decimal places. (a) Suppose we select award-winners one at a time and continue selecting until a SENIOR is selected. What is the probability that we will select exactly three award-winners? (b) Suppose...
A nationwide award for high school students is given to outstanding students who are sophomores, juniors,...
A nationwide award for high school students is given to outstanding students who are sophomores, juniors, or seniors (freshmen are not eligible). Of the award-winners, 60 percent are SENIORS, 24 percent JUNIORS, and 16 percent are SOPHOMORES. Note: Your answers should be expressed as decimals rounded to three decimal places. (a) Suppose we select award-winners one at a time and continue selecting until a SENIOR is selected. What is the probability that we will select exactly three award-winners? (b) Suppose...
It is believed that the mean height of high school students who play basketball on the...
It is believed that the mean height of high school students who play basketball on the school team is 73 inches with a standard deviation of 1.8 inches. A random sample of 40 players is chosen. The sample mean was 71 inches, and the sample standard deviation was 1.5 years. Do the data support the claim that the mean height is less than 73 inches? The p-value is almost zero. State the null and alternative hypotheses and interpret the p-value....
Q: The average starting salary of a random sample of 100 high school students was found...
Q: The average starting salary of a random sample of 100 high school students was found to be $31,840. The population standard deviation for all such individuals is known to be $9,840. a. (12) Ten years ago, the average starting salary was $25,000. Does the sample data support the claim that the starting salary for this group has increased? Use alpha = 0.05. b. (6) Describe in general Type I and Type II errors and the Power of the test....
The principal of a large high school wants to estimate the proportion of students who skip...
The principal of a large high school wants to estimate the proportion of students who skip more than 10 days of school in a year. A random sample of 100 students from a population of 1800 showed that 8 students skipped more than 10 days of school last year. The upper limit (to four decimal places) of a 95% confidence interval for the proportion of students who skip more than 10 days of school in a year is
ADVERTISEMENT
ADVERTISEMENT
ADVERTISEMENT