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Many business activities generate data that can be thought of as random. An example described in the textbook is the servicing of cars at an oil change shop. Each car entering the shop can be considered an experiment with random outcomes. A variable of interest in this experiment could be the amount of time necessary to service the car. Service time will vary randomly with each car.
We can often capture the most relevant characteristics of a stochastic process with a simple probability distribution model. We can then analyze the model to make predictions and drive decisions. For instance, we could estimate the number of technicians the oil change shop needs to service demand on a Saturday afternoon.
Discuss the following:
Problem 1: What is a random variable?
Problem 2: How would you differentiate a discrete from a continuous random variable?
Hubbard argues that the Fed can control the Fed funds rate, but the interest rate that is important for the economy is a longer-term real rate of interest. How much control does the Fed have over this longer real rate?
Coures:- Fundamental Accounting Principles: - Explain the goals and uses of special journals.
Accounting problems, Draw a detailed timeline incorporating the dividends, calculate the exact Payback Period b) the discounted Payback Period. the IRR, the NPV, the Profitability Index.
Term Structure of Interest Rates
Write a report on Internal Controls
Prepare the bank reconciliation for company.
Create a cost-benefit analysis to evaluate the project
Theory of Interest: NPV, IRR, Nominal and Real, Amortization, Sinking Fund, TWRR, DWRR
Distinguish between liquidity and profitability.
Your Corp, Inc. has a corporate tax rate of 35%. Please calculate their after tax cost of debt expressed as a percentage. Your Corp, Inc. has several outstanding bond issues all of which require semiannual interest payments.
Simple Interest, Compound interest, discount rate, force of interest, AV, PV
CAPM and Venture Capital
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