OBJECTIVES 10-3 CHARTING A BUDGET

Slides:



Advertisements
Similar presentations
Financial Algebra © Cengage/South-Western Slide CREDIT CARD STATEMENT To identify and use the various entries in a credit card statement. OBJECTIVES.
Advertisements

Financial Algebra © Cengage/South-Western Slide LINEAR AUTOMOBILE DEPRECIATION Write, interpret, and graph a straight line depreciation equation.
Chapter 2: Saving This chapter emphasizes the importance of saving and explains the three reasons to save: emergencies, large purchases, and wealth building.
6-2 PAY PERIODS AND HOURLY RATES
Financial Algebra © Cengage/South-Western Slide RENTALS, CONDOMINIUMS, AND COOPERATIVES Compute costs of purchasing a cooperative or a condominium.
Financial Algebra © Cengage/South-Western Slide CREDIT CARDS Become familiar with the basic vocabulary of credit cards. Compute an average daily.
OBJECTIVES 6-1 LOOK FOR EMPLOYMENT
6-5 SOCIAL SECURITY AND MEDICARE
Financial Algebra © Cengage Learning/South-Western Slide 1 10/1/201410/1/2014 WARM-UP What large purchases do you see in your future? How does one determine.
3-8 PRESENT VALUE OF INVESTMENTS
Financial Algebra © Cengage/South-Western Slide 1 PREPARE A BUDGET 10-1Utility Expenses 10-2Electronic Utilities 10-3Charting a Budget 10-4Cash Flow and.
Financial Algebra © Cengage Learning/South-Western 9/30/20149/30/2014 Warm-Up Sam deposits $4,000 into a CD that is continuously compounded. The CD pays.
Financial Algebra © 2011 Cengage Learning. All Rights Reserved. Slide COMPOUND INTEREST FORMULA Become familiar with the derivation of the compound.
Financial Algebra © Cengage/South-Western Slide HISTORICAL AND EXPONENTIAL DEPRECIATION Write, interpret, and graph an exponential depreciation equation.
4-3 LOAN CALCULATIONS AND REGRESSION
Financial Algebra © 2011 Cengage Learning. All Rights Reserved. Slide EXPLORE COMPOUND INTEREST Understand the concept of getting interest on your.
Financial Algebra © Cengage/South-Western Slide ELECTRONIC UTILITIES Compute the cost of cell phone calls, text messaging, Internet service, and.
STEP 5: INCOME & EXPENSE STATEMENT Reality Check Project.
 It’s a great feeling when you buy your first house, but it comes with expenses that you didn’t have to worry about when you rented  Despite having more.
Warm Up 1750/2 1750/2 3450/4 3450/ / /450.
Accounting How much money did a business make in a year? How much money did a business make in a year? How much can a business afford to spend on a new.
Financial Algebra © Cengage Learning/South-Western Warm-UpWarm-Up Grab a paper from the back Susan wants to invest her $1,500 into a savings account that.
OBJECTIVES 3-3 SAVINGS ACCOUNTS
Identify each as income or an expense Scholarship Pay Tuition Gasoline Canada Savings Bond interest Allowance Rent.
What is Budgeting? IncomeExpensesSavings.  What is Income? Where does it come from?  What are some sources of Income?  Things to consider…  Federal.
OBJECTIVES 8-4 PURCHASE A HOME Estimate closing costs.
10-4 CASH FLOW AND BUDGETING
Financial Algebra © 2011 Cengage Learning. All Rights Reserved Slide STOCK TRANSACTIONS Learn the basic vocabulary of buying and selling shares of.
Statistics Chapter Statistical Graphs: A Problem-Solving Tool Section
3-5 COMPOUND INTEREST FORMULA
Copyright © 2015, 2011, and 2007 Pearson Education, Inc. 1 Chapter 10 Compound Interest and Inflation Section 2 Interest-Bearing Bank Accounts and Inflation.
Warm-Up--What Do You Know About Budgets? Use a Word table to create a KWL Chart (or copy and paste one from an earlier activity). What do you know? What.
5-5 LINEAR AUTOMOBILE DEPRECIATION
4-3 LOAN CALCULATIONS AND REGRESSION
1 How does your household expense budget compare with the Seattle-Tacoma average? SSAC2005.HG179.SB1.1 The starting point for all savings, investing and.
OBJECTIVES 10-1 UTILITY EXPENSES
6-3 COMMISSIONS, ROYALTIES, AND PIECEWORK PAY
+ Chapter Vocab and notes + Vocabulary Budget matrix – a chart that shows expenses.
Financial Algebra © Cengage/South-Western Slide FUTURE VALUE OF INVESTMENTS Calculate the future value of a periodic deposit investment. Graph the.
5-6 HISTORICAL AND EXPONENTIAL DEPRECIATION
BUDGETING, SCHMUDGETING…WHY DO I NEED A SPENDING PLAN? By Julie Chapman for.
Problem #9 Test 2 Solution. Record Keeping and Budgeting Chapter Three Objective: Compute the average monthly expenditure.
 Provides an objective view of your finances  Helps you live within your income  Enables you to chart your financial future.
Explore Compound Interest
Financial Algebra © 2011 Cengage Learning. All Rights Reserved. Slide INTERPRET SCATTERPLOTS Graph bivariate data. Interpret trends based on scatterplots.
Budget for Fun Purchasing concert tickets, buying electronics, and dining out can become expensive. Why should you budget for entertainment?
Financial Algebra © 2011 Cengage Learning. All Rights Reserved. Slide THE PROFIT EQUATION Determine a profit equation given the expense and revenue.
3 BANKING SERVICES 3-4 Explore Compound Interest
Financial Algebra © 2011 Cengage Learning. All Rights Reserved. Slide COMPOUND INTEREST FORMULA Become familiar with the derivation of the compound.
Financial Algebra © 2011 Cengage Learning. All Rights Reserved. Slide SAVINGS ACCOUNTS Learn the basic vocabulary of savings accounts. Compute simple.
Financial Algebra © 2011 Cengage Learning. All Rights Reserved. Slide PRESENT VALUE OF INVESTMENTS Calculate the present value of a single deposit.
Financial Algebra © 2011 Cengage Learning. All Rights Reserved. Slide BREAKEVEN ANALYSIS Determine the breakeven prices and amounts using technology.
Financial Algebra © Cengage/South-Western Slide 1 CONSUMER CREDIT 4-1Introduction to Consumer Credit 4-2Loans 4-3Loan Calculations and Regression 4-4Credit.
Financial Algebra © 2011 Cengage Learning. All Rights Reserved. Slide FUTURE VALUE OF INVESTMENTS Calculate the future value of a periodic deposit.
BY: SUVRAJ MINHAS Getting My Life Together!. My Life In 5 Years… I plan to be finished school and be working as an ECE, which is short for Early Childhood.
Financial Algebra © Cengage/South-Western Slide 1 CONSUMER CREDIT 4-1Introduction to Consumer Credit 4-2Loans 4-3Loan Calculations and Regression 4-4Credit.
Financial Algebra © Cengage/South-Western Slide 1 PREPARE A BUDGET 10-1Utility Expenses 10-2Electronic Utilities 10-3Charting a Budget 10-4Cash Flow and.
Financial Algebra © Cengage/South-Western Slide 1 PREPARE A BUDGET 10-1Utility Expenses 10-2Electronic Utilities 10-3Charting a Budget 10-4Cash Flow and.
By: Ms. Amani Albraikan.  The frequency of a particular data value is the number of times the data value occurs.  For example, if four students have.
Learning How to Save Money
10 PREPARE A BUDGET 10-1 Utility Expenses 10-2 Electronic Utilities
What do you know about a loan? What do you know about mortgage?
2-4 Explore Compound Interest
Warmup The local cable TV/Internet/phone provider advertises a flat $99.95 per month for all three services for a new customer’s first year. The second.
Primary expense Secondary expense
More Budget Practice Financial Literacy.
Budgeting.
Advanced Financial Algebra
Presentation transcript:

OBJECTIVES 10-3 CHARTING A BUDGET Banking 4/23/2017 10-3 CHARTING A BUDGET OBJECTIVES Create and use a budget check-off matrix. Visualize and interpret a budget using a pie chart, a bar graph, a line graph, and a budget line graph. Chapter 1

Key Terms budget matrix matrix row column electronic matrix budget check-off matrix order of a matrix pie chart line graph bar graph budget line graph sector central angle

How can you visualize your budget? Why is it so important to know “how and when money is coming in and going out”?

Example 1 Create a year-long budget check-off matrix that keeps track of the following household expenses and when they are due. Mortgage: monthly Utilities: monthly Sanitation: quarterly Insurance: semiannually Internet: semiannually Land Line Telephone: monthly Cellular Telephone: monthly Lawn and Garden: monthly, April–September only Snow Removal: November, January, March only Food: monthly Childcare: every other month beginning with February Vet Expenses: semiannually

CHECK YOUR UNDERSTANDING When setting up a budget, it is important to understand the meaning of the terms used in Example 1 (monthly, quarterly, and semiannually). Suppose that you decide to put two checks in a box when the expense occurred twice in that month. Use a dictionary to determine if that is a bimonthly expense or a semimonthly expense. Explain the difference between the two terms.

EXAMPLE 2 Jeff budgets his monthly expenses as follows. Household: 40% Education: 25% Transportation: 15% Health: 5% Savings: 10% Miscellaneous: 5% He used a software program to construct this pie chart to show his expense percentages. How did his category percentages affect the construction of the chart?

CHECK YOUR UNDERSTANDING Martha budgets x percent of her monthly income for rent. Express the measure of the central angle for a pie chart sector that represents Martha’s rent budget.

EXAMPLE 3 Kate and Paul budget $800 per month for transportation as shown in the pie chart. What information can you conclude from the pie chart?

CHECK YOUR UNDERSTANDING Based upon the information above and knowing that the central angle for the fuel sector is 90 degrees, what information can be determined?

EXAMPLE 4 Construct a bar graph using the information about heath-related costs from Sample B on page 496.

CHECK YOUR UNDERSTANDING At what amount would a horizontal line be drawn to represent the average monthly budget to the nearest dollar for health-related expenses? In which months was the budgeted amount above average?

EXAMPLE 5 Over the last few months Kate has spent more than her budgeted amount for her cell phone bill. She decided to track her daily usage to see if she should change plans. She went online to her cell phone account and got the usage data at the right for the last three weeks. Construct a multiple line graph to identify any of Kate’s usage trends.

CHECK YOUR UNDERSTANDING Examine the following line graph depicting Claire’s electric usage for the first six months of last year. Her electric company uses this data to calculate her monthly budget for electricity, which is the average of the monthly usage costs. If electricity costs $0.15714 per kilowatt-hour, how much will her monthly electric budget be? Round your answer to the nearest dollar amount.

EXAMPLE 6 Beth is a coffee lover. In her budget, Beth has a section for coffee. She has budgeted $90 per month to spend on the coffee she buys in two different locations. At GasMart, a cup of coffee costs $1. At The Perfect Coffee Company, a cup of coffee costs $3. She tries to balance both through a month. Construct a budget line that shows the different combinations of the two types of coffee purchase options which allow her to stay within her budget. Then, suppose she has to decrease her coffee budget by 20%. Identify and graph the new budget line.

CHECK YOUR UNDERSTANDING Using the coffee budget of $72, suppose that the price of coffee doubles at GasMart. Identify and graph the new budget line equation.