BUS3062 is a three-credit finance course in Capella University's current catalog, covering the same core tools as BUS2062 with a different course number.
Capella describes it as a course in which students gain and apply finance basics including the time value of money, stock and bond valuation techniques, and capital budgeting processes. Students also demonstrate ways the relationship of domestic and global financial environments affects financial markets.
To avoid repeating our BUS2062 guide, this page focuses on decision-making: annuities and loans, comparing competing projects, and explaining how interest and exchange rates change the picture.
Course at a Glance
| Item | Details |
|---|---|
| University | Capella University |
| Course code | BUS3062 |
| Credits | 3 |
| Level | Undergraduate |
| Credit rules | Not available if you hold BUS3060 credit; credit for BUS3062 rules out BUS2062 |
| Typical work | Excel-based problems, project evaluations, short market analyses |
What BUS3062 Covers
- Time value of money, including single sums, annuities and loan payments.
- Stock and bond valuation, based on the present value of expected cash flows.
- Capital budgeting, from estimating cash flows to ranking projects.
- Domestic and global environments, such as interest rates, inflation and exchange rates.
Decision-Focused Examples
Annuities and Loan Payments
An annuity is a series of equal payments. Loan and lease questions use the present value of an annuity to find a payment, or the future value to plan savings.
Example: A business borrows $20,000 over 4 years at 7% with annual payments. The payment is found from PV = PMT x [1 - (1.07)^-4] / 0.07, giving about $5,904 a year. In Excel, =PMT(7%,4,-20000) returns the same result.
Comparing Competing Projects
When projects are mutually exclusive, choose by NPV rather than IRR, because IRR can mislead when projects differ in size or timing.
Example: Project A costs $10,000 and has an NPV of $2,000 with an IRR of 25%. Project B costs $50,000 and has an NPV of $6,000 with an IRR of 15%. If only one can be chosen and funds allow, B adds more value, even though A's percentage return is higher. A good answer also notes risk and capital limits.
Stock Valuation with Constant Growth
The constant growth model values a share as next year's dividend divided by the required return minus the growth rate.
Example: Next year's dividend is $2.10, the required return is 9% and growth is 4%. Value = 2.10 / (0.09 - 0.04) = $42. Small changes in growth or return move the value a lot, which is worth pointing out.
Interest Rates, Inflation and Exchange Rates
| Change | Typical effect |
|---|---|
| Higher interest rates | Bond prices fall; borrowing costs and discount rates rise; NPVs fall |
| Higher inflation | Lenders demand higher returns; real value of fixed payments falls |
| Stronger home currency | Imports cheaper; exporters' foreign sales worth less at home |
Linking these to a specific business, such as an importer or a firm with foreign borrowing, turns textbook relationships into analysis.
Example: A US firm buys components from Europe priced in euros. If the dollar weakens against the euro, each order costs more in dollars, squeezing margins. The firm might respond by agreeing prices in dollars, hedging with forward contracts or finding local suppliers. Explaining the mechanism and a realistic response shows you understand how global conditions reach a single company.
Typical Assignments and How to Approach Them
| Type of task | What it tests | How to approach it |
|---|---|---|
| Loan or annuity problem | Applying TVM to payments | Match the rate and periods to the payment frequency |
| Project comparison | Choosing between investments | Rank by NPV, discuss IRR, payback and risk |
| Valuation exercise | Pricing securities | State the model and every assumption |
| Market analysis | Global and domestic links | Event, effect on rates or prices, effect on the firm |
Where Students Get Stuck
- Choosing by IRR alone. For competing projects, NPV is the safer guide.
- Growth rate above required return. The constant growth model breaks down; say so.
- Mixing nominal and real figures. Keep inflation treatment consistent.
- No sensitivity check. Show what happens if a key assumption changes.
Study Tips for BUS3062
- Learn the Excel functions PV, FV, PMT, RATE, NPV and IRR, and what each argument means.
- Always write a one-paragraph recommendation under your calculations.
- Test your models with simple numbers you can check by hand.
- Follow interest rate news and practice explaining its effect on a business.
How We Help with BUS3062
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Frequently Asked Questions
Capella's catalog lists BUS3062 at 3 credits.
They share the same description. BUS2062 states that students who have received credit for BUS3062 may not take it.
No. The catalog states that students who have received credit for BUS3060 may not take BUS3062.
IRR can rank projects wrongly when they differ in size or timing; NPV measures the value each adds in dollars.
Higher rates raise the discount rate, which lowers the present value of future cash flows and can turn a positive NPV negative.
No. We offer worked models, tutoring and editing so you can complete your own work.