
Master personal financial planning by setting goals, budgeting, and building a financial plan that uses reports, balance sheets, and income statements to guide investments, insurance, and retirement decisions.
Explore personal finance goals and activities across life situations, from youth to older age, covering budgeting, insurance, guardians, retirement planning, home buying, and estate planning.
Explore how personal finance integrates economics, accounting, and finance, from broad goals to future-oriented budgeting and investments, using time value of money and past data to plan the future.
Set specific, measurable financial goals using smart criteria across short-, intermediate-, and long-term timeframes, and apply budgeting, opportunity cost, and time value of money to balance spending with growth.
Learn the cyclical personal finance planning procedure: assess your current finances with a balance sheet and income statement, set goals, evaluate alternatives, implement, then review and revise.
Explore time value of money as a decision tool for long-term planning, covering future and present value for single sums and annuities, with practice problems and multiple calculation methods.
Understand present value by comparing today versus future dollars, accounting for inflation and risk, and apply PV formulas, charts, and Excel's PV function to evaluate future cash flows.
Calculate the present value of a single sum over five three-month periods using a monthly rate from 12 percent annual, with future value 10,000, demonstrated in Excel.
Explore future value and its link to present value, showing how invested dollars grow with interest and inflation, and use Excel for single payments, annuities, and goal seek.
Compute the future value for five months using a 1 percent monthly rate derived from a 12 percent annual rate, comparing tables and Excel calculations.
Explore the present value and future value relationship using formulas, tables, Excel, and goal seek, illustrated by a $10,000 five-year at 15% example.
Explain the present value of an annuity, show how to discount a series of payments to present value, and demonstrate the Excel present value function and annuity tables.
Learn to calculate the present value of an annuity with monthly periods, using payments of 10,000 and a monthly rate from 12 percent, via table, formula, or Excel.
Explore the future value of annuities, comparing present value and time value of money, and apply Excel's future value function to series of payments.
Explore the future value of an annuity with monthly periods, using a 12% annual rate converted to 1% per month, and 10,000 payments over three months in tables and Excel.
Explore present value cash flow analytics for a capital investment, including initial outlay, multi-year cash inflows, salvage value, and methods using present value of one and annuities.
Analyze cash flows to calculate future value using annuity and single-sum methods at a 14 percent rate for investment scenarios.
Explore present value concepts in capital budgeting, including discount rates, inflation, opportunity cost, hurdle rate, net present value, and internal rate of return, and apply them to cash flows.
Explain net present value assumptions, including a constant discount rate and cash flows at a single point per period, and apply the same rate to calculate present values.
Apply the rule of 72 and running balance calculations to estimate doubling times and time value of money, using Excel and other methods for present and future value analysis.
Learn to compute present value, future value, and number of periods in excel, using seven percent rate, the rule of 72 for estimates, and goal seek to solve unknowns.
Explore present value and future value calculations at seven percent growth, compare the rule of 72, algebraic solving, and spreadsheet methods like tables and Excel to determine number of periods.
Explore present value and future value calculations using tables and Excel functions, including annuities, doubling time, and the rule of 72, with practical practice problems.
Estimate doubling time with the rule of 72 at 12% annual return, and explore running balance calculations in Excel to visualize compounding growth.
Explore how present value, future value, and number of periods calculations in Excel connect with the rule of 72, using goal seek and running balance tables.
Explore present value and future value formulas, apply the rule of 72 to doubling time at 12 percent, and solve with Excel goal seek and table-based methods.
Learn to use present value and future value tables to determine years to double an investment at 12%, including non annuity and annuity tables and how period rate affects results.
Apply the rule of 72 to estimate how long an investment at 18% doubles. Use a running balance calculation and Excel practice to compare present and future value concepts.
Learn to analyze growth with Excel by computing present value, future value, and number of periods, using running balance tables, goal seek, and the rule of 72 for personal finance.
Explore present value and future value concepts through mathematical formulas and Excel functions, including problem 3, with examples on compounding, the rule of 72, and practical table approaches.
Explains present and future value calculations using tables and Excel, including doubling a 3000 investment to 6000 in four years at 18 percent and limits of annuity and non-annuity tables.
Explore rate of increase and ratio analysis in personal finance, using a truck price example to illustrate five-year percentage changes and base-year comparisons, with inflation and time value of money.
Explore how inflation erodes purchasing power and increases personal expenses by applying present value and future value calculations to a 66,000 baseline.
Calculate future value of a home price using time value of money with a 2% annual increase over eight years. Compare inflation and other factors to plan savings and financing.
Explore the future value of a $5,000 savings account with 4% annual compounding over eight years, using running balances, Excel functions, and the FV formula.
Compare the future value of a single $1000 investment over eight years at 11% with a $1000 annual annuity, using Excel and tables to show growth from payments versus lump-sum.
Calculate present value to meet a goal by analyzing single investments versus annuities, using a six percent rate over five years in Excel and running-balance tables.
Calculate the present value of an annuity to determine the initial investment needed to withdraw $500 annually for seven years at 7%, using Excel and running balance checks.
Compute the lump-sum needed to fund four annual withdrawals of 25,000 for college, using a six percent return and present value of an annuity.
Explore retirement savings planning using a future value of annuity calculation, projecting $5,000 annual contributions over 40 years at 7% and verifying results with a running balance in Excel.
Explore how saving five dollars a day, with yearly compounding, grows into twenty-six thousand seventy-six dollars using the future value of an annuity, illustrated with Excel calculations.
Compare receiving 45,000 today to a nine-year series of 7,000 payments by applying time value of money concepts, including present value, future value, and discount rate.
Explore loan payment calculation and the amortization table for a $11,000 loan at 5% over seven years. Learn how interest and principal split over time and explore tax implications.
Calculate monthly loan payments for an 11,000 loan at 12% annual interest and build a month-by-month amortization table to split interest and principal over 36 payments, including tax implications.
Explore annuity due versus annuity beginning period, compare normal annuities, and demonstrate future value calculations in Excel using rate, periods, payment, present value, and type.
Compute the present value of 25,000 over 36 monthly periods using a 24 percent yearly rate (2 percent per month), exploring excel formulas and running-balance methods and noting table limitations.
Learn to calculate the present value of an annuity with monthly periods, using a 36-month, 12 percent annual rate (1 percent per month), and compare monthly and yearly periods.
Explore how monthly compounding affects future value by converting a 36% annual return into a 3% monthly rate over 24 periods, using present value of 50,000 in Excel or tables.
Calculate the future value of a monthly annuity by investing 1000 per month for 18 months at a 12 percent rate, converting to monthly 1 percent, using Excel and tables.
Learn to compute the present value of an annuity and the annuity due using rate, periods, and payments, with Excel PV FV and end or beginning of period verification.
Explore present value of an annuity and present value of one calculations in Excel using non annuity functions, with hands-on practice and table setups.
Explore the future value of an annuity using non annuity excel functions and a year-by-year approach for uneven cash flows, with a 7% rate over five periods.
Build a retirement plan worksheet using time value of money—present value, future value, and annuities—to estimate needs and fund 75,000 annual spending from age 60 to 100.
Apply the rule of 72 to a 7 percent annual growth to estimate doubling time, and explore a running balance calculation in Excel using absolute references and copied formulas.
Learn to compute time value of money in Excel by calculating present value, future value, and number of periods with real-world practice, goal seek, and what-if analysis.
Explore present value and future value formulas in Excel, practice a seven percent growth scenario, and use goal seek to find the number of periods to double.
Explore present value and future value concepts with Excel and tables to determine doubling time and the appropriate present value of one or annuity scenarios.
Apply the rule of 72 to estimate doubling time and build a running balance table in Excel to illustrate time value of money.
practice calculating present value, future value, and number of periods in Excel using a 12% rate to determine when an investment doubles, with goal seek and running balance demonstrations.
Apply present value and future value formulas in Excel to analyze investments, and use goal seek and what-if analysis to solve for the number of periods.
Explore present value and future value calculations using Excel and tables to solve practice problems, compare formula methods, and understand when to use tables for financial decisions.
Explore the rule of 72 and running balance calculations in Excel, through problem 3, using a $3,000 starting balance and 18 percent to estimate doubling time.
Explore Excel's present value, future value, and number of periods functions to model doubling time at 18 percent and solve unknowns with goal seek in a personal finance practice problem.
Explore present value and future value calculations in Excel, using running balances and table-based models, and apply goal seek to solve for the unknown number of periods.
Practice present value and future value calculations using tables and Excel, differentiate present value and future value tables (annuity vs non-annuity), and estimate doubling time with the rule of 72.
Learn how to calculate rate of increase and percent changes using an Excel worksheet, comparing dollar changes and percentage changes across years, with time value of money and inflation context.
Explore how 5% inflation raises personal expenses using time value of money in Excel, estimating two-year future costs with present value and running balance calculations.
Use Excel to model a home price rising 2% annually over eight years, performing future value calculations and comparing tables and formulas for budgeting.
Practice calculating the future value of a 5000 savings account at four percent annual compounding in Excel, using running balance and present value concepts.
Compare the future value of a single investment versus an annuity at 11% annual compounding over eight years using Excel, including running balances, formulas, and tables.
Learn to determine how much to invest today to reach a $2,400 goal in five years at 6% annual compounding, using present value calculations in Excel and Goal Seek.
Learn to compute the present value of an annuity in Excel to determine the initial investment needed to fund 500 annual withdrawals for seven years at 7 percent.
Use Excel to calculate the present value of a four year college savings plan. Determine the amount for 25,000 per year at six percent and verify with a running balance.
Explore retirement savings in Excel by calculating the future value of an annuity with a $5,000 yearly contribution for 40 years at 7%, comparing running balance and future value methods.
Save five dollars a day from your coffee habit and watch it grow to $26,700 over ten years at 8 percent, shown via future value of an annuity in Excel.
Compare a lump-sum today versus a nine-year series of payments using present value and discount rate to evaluate time value of money.
Master Excel loan payment calculations and amortization tables using present value, pmt, and goal seek for an 11,000 loan at 5% over seven years.
Calculates monthly loan payments and builds an amortization table in Excel for an 11,000 loan at 12 percent over three years, using present value and the payment function.
Explore annuity due versus end-of-period annuity in an Excel practice, comparing future value outcomes when payments occur at the beginning of each period, illustrating time value of money.
Compute present value for 25,000 in 3 years with monthly compounding in Excel, using 24 percent annual rate and 36 periods, and compare with table results.
Compute the present value of a monthly annuity in Excel using 36 months, 1500 monthly payments, and a 12% yearly rate (1% monthly), with running balance verification.
Compute future value with monthly compounding in Excel, using a 50,000 investment, 36% annual rate (3% monthly) over 24 periods, via table and formula methods.
Explore calculating the future value of a monthly annuity in Excel by investing $1000 for 18 months at 12% annual return, using the monthly rate and FV function, plus table methods.
Compare standard annuity vs annuity due present value using Excel functions and a running-balance method, highlighting the impact of payments at period start versus end.
Explore how to compute the present value of an annuity and the present value of one using non annuity Excel functions, with year-by-year breakdowns and practical budget projections.
Learn to compute the future value of an annuity in Excel using non annuity functions and a year-by-year, period-by-period approach.
Explore future value calculations in Excel by applying annual compounding to a starting balance of 5,000 at 4 percent, including running balance tracking and related table and present value concepts.
Apply time value of money concepts in an Excel retirement planning worksheet, using present value, future value, and scenario analysis to estimate savings needs.
This course will cover the core introductory concepts related to personal finance.
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.
We will discuss what personal finance is and what the differences between personal finance, corporate finance, economics, and accounting are. Learners will also understand why knowing personal finance concepts is important.
You will know how to set goals using a formal structure and process based on your personal life situations.
We will also cover time value of money concepts, including present value and future value calculations. Time value of money concepts will be important whenever we are making long term plans, such as retirement plans or a child’s college education funding plan.
Human beings are quite good at making the day-to-day decisions, often doing so by instinct and habit. However, we are not so good at making long-term, risk verses reword, decisions. Therefore, a more formal process is often needed for longer-term decisions which could have large impacts. Time value of money concepts will be a critical component of the long-term decision process.