
Course Name: Mathematics of Finance (BMTH 120)
Academic Period: 2023 - 2024
Faculty:
Faculty Availability:
Associate Dean:
Mike Wells
mike.wells@humber.ca
Schedule Type Code:
Humber College is located within the traditional and treaty lands of the Mississaugas of the Credit. Known as Adoobiigok [A-doe-bee-goke], the “Place of the Alders” in Michi Saagiig [Mi-Chee Saw-Geeg] language, the region is uniquely situated along Humber River Watershed, which historically provided an integral connection for Anishinaabe [Ah-nish-nah-bay], Haudenosaunee [Hoeden-no-shownee], and Wendat [Wine-Dot] peoples between the Ontario Lakeshore and the Lake Simcoe/Georgian Bay regions. Now home to people of numerous nations, Adoobiigok continues to provide a vital source of interconnection for all.
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| Faculty or Department | Faculty of Liberal Arts & Sciences |
|---|---|
| Course Name: | Mathematics of Finance (BMTH 120) |
| Pre-Requisites | none |
| Co-Requisites | none |
| Pre-Requisites for | BSTA 200 |
| Equates | none |
| Restrictions | none |
| Credit Value | 3 |
| Total Course Hours | 42 |
| Developed By: | Prepared By: | Approved by: | |
|---|---|---|---|
| Mike Wells |
The HLOs are a cross-institutional learning outcomes strategy aimed at equipping Humber graduates with the employability skills, mindsets, and values they need to succeed in the future of work. To explore all the HLOs, please consult the Humber Learning Outcomes framework.
Mathematics of Finance is an introductory course that introduces students to the mathematical concepts necessary for success in business. The major topics include compound interest, annuities, amortization, discounted cash flow and net present value as they relate to investment decisions, break-even analysis and mathematics of merchandising.
Mathematics of Finance gives students a strong mathematical foundation which complements their studies in business. Students will learn the mathematical skills needed to be successful in business and appreciate how mathematics is an essential part of the world of business.
| Learning Outcome | Learning Objectives | Summative Assessments | Formative Assessments |
|---|---|---|---|
| Solve applied compound interest problems involving the future value and present value. |
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| Solve applied compound interest problems requiring solving for the nominal annual interest rate, number of compounding periods and time period. |
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| Compute effective and equivalent interest rates for compounding interest problems. |
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| Identify types of annuities based on the timing of the payments and compounding periods. |
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| Solve ordinary annuity and annuity due problems for simple and general annuities, involving solving for future and present value, computing the periodic payment, number of payments, time period and nominal interest rates. |
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| Construct complete and partial amortization schedules for loans involving ordinary simple and general annuities. |
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| Calculate payment amounts and outstanding principal balance on mortgages. |
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| Evaluate the feasibility of a project on the basis of the discounted cash flow criterion and the net present value criterion. |
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| Perform break-even and cost-volume profit analyses. |
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| Solve problems involving trade discounts and cash discounts, including discount series. |
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| Solve pricing problems involving markup, markdown and discounts. |
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| Assessment | Weight |
|---|---|
| In-class Exercise | |
| In-class Assessment | 10% |
| Test | |
| Test 1 | 25% |
| Test 2 | 25% |
| Quiz | |
| Quizzes | 40% |
| Total | 100% |
| Module | Course Learning Outcomes | Resources | Assessments |
|---|---|---|---|
| Module 1: Compound interest |
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9.1 - 10, 11, 12, 1 |
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| Module 2: Future value and present value of annuities |
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11.1- 1, 2, 4-10 |
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| Module 3: Payments, time and interest rate of annuities |
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11.4 - 9, 10a, 11a, 12 |
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| Module 4: Amortization of loans and mortgages |
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13.1 - 1, 3, 5-11, 13 13.2 - 1, 2, 5, 11, 12 13.4 - 1, 4, 9, 10, 11 |
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| Module 5: Business investment decisions |
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15.1 - 1, 2, 3, 7, 10, 11, 13 |
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| Module 6: Break-even and cost-volume-profit analysis |
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5.1 - 9, 11, 12, 13 5.2 - 1, 2, 5, 6, 9, 11, 12 |
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| Module 7: Mathematics of merchandising |
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6.1 - 1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11 |
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| Title | ISBN |
|---|---|
Business Math: A Step-by-Step Handbook by Jean-Paul Olivier (Open resource, available to download here: https://math.libretexts.org/Bookshelves/Applied_Mathematics/Business_Math_%28Olivier%29) |
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Students enrolled in online sections of the course may be required to come to campus to write the tests and exams. |
Course material costs can be found through the Humber Bookstore.
| Section | Skills | Measurement | Details |
|---|---|---|---|
| Communication |
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Reinforce and measure |
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| Numeracy |
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Teach and measure |
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| Critical Thinking and Problem-Solving |
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Teach and measure |
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| Information Management |
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Teach and measure |
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| Personal Skills |
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Teach and measure |
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Prior Learning Assessment and Recognition (PLAR) is the formal evaluation and credit-granting process whereby candidates may obtain credits for prior learning. Prior learning includes the knowledge competencies and skills acquired, in both formal and informal ways, outside of post-secondary education. Candidates may have their knowledge, skills and competencies evaluated against the learning outcomes as defined in the course outline. Please review the Assessment Methods Glossary for more information on the Learning Portfolio assessment methods identified below.
The method(s) that are used to assess prior learning for this course may include:
Please contact the Program Coordinator for more details.
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