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Personal Financial Literacy in the Mathematics Classroom. Patty McKenna, PhD Metropolitan State University(!) of Denver Please contact me any time with questions, comments, or requests for electronic documents. mckennap@mscd.edu. The Plan. Derivation of the Compound I nterest Formula
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Personal Financial Literacy in the Mathematics Classroom Patty McKenna, PhDMetropolitan State University(!) of DenverPlease contact me any time with questions, comments, or requests for electronic documents. mckennap@mscd.edu
The Plan • Derivation of the Compound Interest Formula • A Brief Review of Logarithms • Using the Annuity Formulas • Using the TI-83/84 on Finance Problems • Derivation of the FV Formula (if time allows)
Derivation of the Compound Interest Formula • For this, we go to our handout…
The Plan • Derivation of the Compound Interest Formula ✓ • A Brief Review of Logarithms • Use of the Annuity Formulas • Using the TI-83/84 on Finance Problems • Derivation of the FV Formula (if time allows)
A Brief Review of Logarithms “The exponent to which base b must be raised to get x is y.”
The Most Useful Property of Logarithms But… WHY??!!! The exponent to which base b must be raised to get xt is exactly the same as t times the exponent to which base b must be raised to get x.
The Plan • Derivation of the Compound Interest Formula ✓ • A Brief Review of Logarithms ✓ • Use of the Annuity Formulas • Using the TI-83/84 on Finance Problems • Derivation of the FV Formula (if time allows)
Using the Annuity Formulas • For this, we go back to our handout…
The Plan • Derivation of the Compound Interest Formula ✓ • A Brief Review of Logarithms ✓ • Use of the Annuity Formulas ✓ • Using the TI-83/84 on Finance Problems • Derivation of the FV Formula (if time allows)
Using the TI-83/84 on Finance Problems • For this, we’ll go back to the handout and check some of our work.
The Plan • Derivation of the Compound Interest Formula ✓ • A Brief Review of Logarithms ✓ • Use of the Annuity Formulas ✓ • Using the TI-83/84 on Finance Problems ✓ • Derivation of the FV Formula (if time allows)
Derivation of the FV Formula (if time allows) • For this, we’ll go “old-school”, starting with the “grains of wheat” problem.
The Plan • Derivation of the Compound Interest Formula ✓ • A Brief Review of Logarithms ✓ • Use of the Annuity Formulas ✓ • Using the TI-83/84 on Finance Problems ✓ • Derivation of the FV Formula✓
Personal Financial Literacy in the Mathematics Classroom Patty McKenna, PhDMetropolitan State University(!) of DenverPlease contact me any time with questions, comments, or requests for electronic documents. mckennap@mscd.edu