
Learn to calculate future value and compare it to present value using the formula F = P(1+i)^n. Use tables and Excel with goal seek to analyze investment returns and inflation.
Explain future value with months as period by converting 12% annual to 1% monthly for five periods, using present value 10,000 to reach 10,510 with formulas, tables, and Excel FV.
Explore the present value of an annuity under the time value of money, comparing today’s $100 to future payments, using formula, tables, and Excel for capital budgeting.
Calculate the present value of an annuity with monthly periods, a $10,000 payment, and a 12% annual rate, converted to 1% per month over three months, using tables and Excel.
Explains the future value of a monthly annuity, converting annual to monthly rate (12%/12), with three payments of 10,000, using tables and Excel to reach about 30,031.
Understand present value concepts in capital budgeting, including inflation effects, discount rate, hurdle rate, and internal rate of return, and apply discounting to cash flows.
Explore net present value assumptions, including a constant discount rate over the project life and cash flows that occur at one point per period.
Learn to calculate present value using math formula, Excel-style functions, and present value tables, examining rate, period, and rounding effects across multiple practice problems.
compare receiving money today versus in the future using present value and a chosen discount rate to determine the optimal lump-sum versus waiting for future payments.
Explore present value planning with scenarios for the present value of a lump sum and annuities, using a twelve percent rate to reach fifteen thousand in nine years.
Explore the present value of uneven payments by breaking into annuity and balloon components, applying present value of one and annuity formulas with Excel and tables.
Compute the future value of a 150 present value with quarterly compounding at 16% over five years using PV × (1+r)^n, and apply Excel for calculations.
Apply present value and future value annuity calculations to retirement planning: determine the lump sum for 26,000 for 24 years and the annual savings needed for 25 years.
Explore how to value a deferred annuity two years out using present value techniques, converting payments to present value either as an annuity or as individual payments at 14 percent.
Learn how to compute a home loan payment using present value of an annuity, explore monthly versus yearly payments, and build an amortization table in Excel.
Demonstrate reaching 400,000 with a 15-year semiannual annuity at 10%, then adjust after six payments for a 12% rate using goal seek and the FV and PMT functions in Excel.
Master present value calculations in Excel with multiple formats, using the PV function and table methods to convert future values into today’s dollars under varying discount rates.
Explore present value and the time value of money in Excel, using different discount rates side-by-side and goal seek to equate 100,000 in 30 years to 20,000 today.
Learn present value planning by solving PV and annuity problems with Excel formulas and tables, including scenarios like 15000 in 9 years at 12% and 8000 per period.
Apply the future value formula to find how long to double or triple an investment, using Excel with Goal Seek, running balance tables, and present value, rate, and periods.
Compute the present value of an annuity due with payments at the beginning of each period using Excel PV, running-balance, and annuity tables at 12% for 4500 per period.
Explore how to reach a 30,000 goal in 10 years by comparing a lump-sum present value to an annuity, using Excel present value formulas, with goal seek to solve unknowns.
Explore how to back into the interest rate from an annuity using the present value of an annuity formula in Excel, and apply algebra, goal seek, and what-if analysis.
Examine present value of uneven payments by computing value of one and of an annuity in Excel, using a 10% rate for three years plus seven years of 12k payments.
Learn to value a two-year deferred annuity of 25,000 payments over ten years at 14 percent using Excel, via annuity-to-lump-sum and PV of one methods.
Learn to compute home loan payments using Excel, PV & FV concepts, annuities, and amortization for yearly vs monthly payments at 7% over 30 years.
This course will cover time value of money concepts from a Corporate Finance perspective.
We will include many example problems, both in the format of presentations and Excel worksheet problems. The Excel worksheet presentations will include a downloadable Excel workbook with at least two tabs, one with the answer, the second with a preformatted worksheet that can be completed in a step-by-step process along with the instructional videos.
Time value of money concepts become more and more important as we consider decisions that will extend further into the future.
Time value of money calculation are usually grouped into four categories, present value of one, present value of an annuity, future value of one, and future value of an annuity.
The calculation of time value of money concepts can be performed using different method, the method used generally depending on the circumstances. It is useful to understand all methods, even if we have a preferred one, so we can communicate to others no matter what method they use.
Time value of money calculation methods can be done using mathematical formulas, using tables, or using Excel & financial calculators.
This course will consider multiple methods, comparing them, showing when each may be used and the pros and cons of each.