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Consider the top 2-3 careers in Sales or Marketing you would like to enter one day. Do some research at places like Monster and compile some data for each of these career paths. In particular, collect salary information, experience and degree requirements, and benefits offered. There may be other issues like geography that are important to you as well.
Write a report inclusive of the data you collected to determine which career path might best meet your personal requirements, and to which you best "fit." Be sure to use the appropriate fundamentals for presenting data. Beyond this conclusion you should consider what you must continue to do to reach this "ideal" position. Remember to organize the data logically (tables, graphs, appendices etc.).
Create a tip sheet, containing 15-20 tips, regarding Internet sites which are helpful in career and job search research.
What would you predict the final exam points to be for a student with a GPA of 3.35 and an IQ of 120 and what is the relationship between a student's short-term IQ score, previous GPA, and final exam points?
Formula for sample size n with given margin of error m and con dence level C for population proportion and please simplify the model by dropping the insigni cant terms
Evaluate the area of the shaded region (z=0.99). The graph depicts the standard normal distribution of bone density scores with mean 0 and standard deviation 1.
Enter the following data into SPSS and calculate the correlation matrix for all four variables. Identify which correlations are significant and state and interpret your findings. Report significant correlation coefficients and p values.
Perform simple linear regression
modelise as a markov chain
Draw a two way ANOVA design plot (the mean plot you draw in class) to discuss whether there seems to be any interaction effects of gender and age.
Difference in haemoglobin concentration at enrolment between women with detectable peripheral malaria parasites and those without detectable parasites?
The tubes produced by a machine are defective. If six tubes are inspected at random , determine the probability that.
What is the distribution of X and Y and why - Crank is understandably annoyed with this result, but perhaps not quite ready to concede defeat.
Write a project proposal on relationship between speed, flow and geometry on single carriageway roads.
Do a one-way ANOVA to test the hypothesis that the population means are equal and what are the hypotheses to be tested here? What is the value of F ?
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