Ch. 14 - The Financial SystemWorksheetSee all chapters
All Chapters
Ch. 1 - Introduction to Macroeconomics
Ch. 2 - Introductory Economic Models
Ch. 3 - Supply and Demand
Ch. 4 - Elasticity
Ch. 5 - Consumer and Producer Surplus; Price Ceilings and Price Floors
Ch. 6 - Introduction to Taxes
Ch. 7 - Externalities
Ch. 8 - The Types of Goods
Ch. 9 - International Trade
Ch. 10 - Introducing Economic Concepts
Ch. 11 - Gross Domestic Product (GDP) and Consumer Price Index (CPI)
Ch. 12 - Unemployment and Inflation
Ch. 13 - Productivity and Economic Growth
Ch. 14 - The Financial System
Ch. 15 - Income and Consumption
Ch. 16 - Deriving the Aggregate Expenditures Model
Ch. 17 - Aggregate Demand and Aggregate Supply Analysis
Ch. 18 - The Monetary System
Ch. 19 - Monetary Policy
Ch. 20 - Fiscal Policy
Ch. 21 - Revisiting Inflation, Unemployment, and Policy
Ch. 22 - Balance of Payments
Ch. 23 - Exchange Rates
Ch. 24 - Macroeconomic Schools of Thought
Ch. 25 - Dynamic AD/AS Model
Ch. 26 - Special Topics
Sections
Financial System Definitions
Savings Equal Investment
Market for Loanable Funds
Shifts in the Market for Loanable Funds
Stocks, Bonds, and Mutual Funds
Risk and Insurance
Risk and Diversification
Time Value of Money Calculations
Calculating Bond and Stock Prices

Concept #1: Future Value Calculations

Practice: You invest $4,545 in Clutch Bank today earning a juicy 10% annual interest. What is the value of your investment in one year? What is the value of the investment after two years?

Practice: Using a little bit of algebra, we can rearrange the time value of money formula: FV = PV x (1 + r)n

The formula FV = PV x (1 + r)n is best used for: 

Practice: You are saving up $12,000 for a luxurious European vacation two years from now. How much money would you need to invest today at Clutch Bank, earning their juicy 10% annual interest, to have enough for your vacation?

Practice: You are saving up $12,000 for a luxurious European vacation two years from now. How much money would you need to invest today at Clutch Bank, earning their juicy 10% annual interest, to have enough for your vacation? How much would you need to invest today, if instead you could only earn 6% interest?