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This week, we are continuing our study of personal finances. One of the most important decisions people make in their lives is whether to rent or buy a home, and whether to lease or purchase a car. These are financial decisions that have a significant effect on a person's life.
Based on your current situation, or a fictional situation of gross and net income, expenses, and state of residence, make an argument for leasing or purchasing either a home or a car. Choose ONE below:
Provide purchase price, interest rate, and cost differences between leasing and buying. At what point in time is it better to purchase over lease, or lease over purchase? Explain..
1) Use the digits of your birthday as the amount of your initial investment (i.e., 6/25 is $625), calculate the value of this investment after 10 years at 3.5% APR for interest compounded yearly, quarterly, monthly, and daily. What do you notice?
We would like to know if Intel's stock and Southwest Airlines' stock have similar rates of return. To find out, we take a random sample of 50 days
Two people are to meet in the park. Each person is equally likely to arrive, independent of the other, at 2:00, 2:30, or 3:00 p.m.
The failure plane makes an angle of 52° with the horizontal. Calculate the cohesion and angle of internal friction of the soil.
Compute the Initial Value Problem, Let G be a bipartite graph partitioned into vertex sets V and W. Assume all vertices have the same degree. Show G has a perfect matching.
Use a finite sum to estimate the average value of the function on the given interval by partitioning the interval and evaluating the function at the midpoints of the subintervals.
Suppose that the consumer price index (CPI), which measures the cost of a typical package of consumer goods, stood at 133.5 in 1990 and 153.5 in 2000. Let x =0 corresponds to 1990 and estimate the CPI in 1995 and 2005.
Write an equation for the total amount of gold in the mixture. Use s to represent the amount of silver added.
Calculating cube of numbers, Squaring numbers ending with five
Determine the amplitude, period and phase shift of Y = ½ sin (x+π) and graph one period of the function.
What percentage of applicants have test scores within two standard deviations of the mean?
many solutions are there in nonnegative integers to the equation x1 +x2 + · · · + xm = r, where m and r are constants?
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