3.1a Slide 1 Example 1 Beth’s parents own a home worth $200,000. The assessed value of the home according to the County Assessor is $125,000. While Beth’s.

Slides:



Advertisements
Similar presentations
Commissions, sales tax & profit
Advertisements

Welcome to Who Wants to be a Millionaire
Applications of Percents
Who wants to be a Millionaire?
Stock Market Game Challenge Mrs. Goodes Challenge Class.
Preview Warm Up California Standards Lesson Presentation.
House Hunting Finding your own place is exciting, but it is also a big responsibility. What are some costs associated with renting or buying a home?
House Hunting Finding your own place is exciting, but it is also a big responsibility. What are some costs associated with renting or buying a home?
Who Wants To Be A Millionaire?
Welcome to Who Wants to be a Millionaire
Welcome to Who Wants to be a Millionaire
Welcome to Who Wants to be a Millionaire
Discount, Sales Tax , Tipping , Commission
Key Concepts and Skills
1 Time is Money: Personal Finance Applications of the Time Value of Money Barbara ONeill, Ph.D, CFP.
A store sells a skirt that costs the store $40 and marks up the price 25%. What is the selling price for this skirt? Markup and Discount COURSE 3 LESSON.
Shopping & Dining with Proportions
Midterm Review Questions
Commercial Investment Module - Real Estate and Mortgage Slide 1 WELCOME Module III: Introduction to Commercial Investment Presentation Designed for use.
1 Time is Money: Personal Finance Applications of the Time Value of Money Barbara ONeill, Ph.D, CFP.
Time Value of Money Time value of money: $1 received today is not the same as $1 received in the future. How do we equate cash flows received or paid at.
Savings Accounts Section 3.3.
Excel Financial Functions Agenda – Discuss interest and the time value of money – Explore the Excel time value of money functions.
Copyright © Cengage Learning. All rights reserved.
Section 4B Savings Plans and Investments Pages
Lesson Menu Five-Minute Check (over Lesson 5–7) Main Idea and Vocabulary Key Concept: Percent of Change Example 1:Real-World Example: Find Percent of Change.
Take-Home Pay The deductions taken out of your paycheck help support schools, roads, national parks, and more. Why do you think you have to pay taxes?
Multiplying large numbers by splitting
Lesson Menu Five-Minute Check (over Lesson 5–6) Main Idea and Vocabulary Example 1:Find the Part Example 2:Find the Percent Example 3:Find the Whole Concept.
Five-Minute Check (over Lesson 5–9) Main Idea and Vocabulary
 An assessment is the value placed on a property for taxing purposes ◦ This value can be determined by a combination of means:  Sales of this property.
Another Presentation © All Rights Reserved.
Applications of Percents 6-5. Vocabulary Commission- a fee paid to a person who makes a sale. Commission rate- a percent of the selling price.
Planes, Boats & Planograms Howard Bergman. The Power of the Customer There is only one boss. The customer. And he can fire everybody in the company from.
Business Math, Eighth Edition Cleaves/Hobbs © 2009 Pearson Education, Inc. Upper Saddle River, NJ All Rights Reserved 15.1 Mortgage Payments Find.
HW # 70 - p. 306 & 307 # 6-18 even AND Warm up Simplify
Compounding Interest You are interested in opening a savings account that pays interest at a rate of 6% compounded annually. You deposit $523 as your starting.
10-1 Mortgage Loans You have to make a down payment Mortgage Loan
CONT 110 TAXES. TERMS Assessed Rate An arbitrary rate set by the taxing body Assessed Value Amount of money for which property is listed in the public.
Write decimal as percent. Divide each side by 136. Substitute 51 for a and 136 for b. Write percent equation. Find a percent using the percent equation.
Chapter 3.1 Percent Proportion. 2 a.If 52 out of 100 chickens are hens, then 52 per 100 or, or 52% of the chickens are hens. b. If a person pays a tax.
EXAMPLE 2 Finding a Base Marc received 273, or 35%, of the votes in the student council election. How many students voted in the election? Student Council.
Commission, Sales Tax, and Profit
Ratio, Percent, Proportion
Applications of Percents
How is my tax bill calculated? Answer on the following slides.
Housing Costs. Mortgage Loans Mortgage Loan Amount= Selling Price – Down Payment Example House is 140,000 and they ask for a 15% down payment $140,000.
Review Jeopardy Objective DefinitionsSituationsMoney and numbers
Pre-Algebra 8.6 and 8.7 Applications of Percents.
Learn to find commission, sales tax, and percent of earnings.
Find the monthly payment R necessary to pay off a loan of $90,000 at 5% compounded monthly for 30 years. (Round final answer up to the nearest cent.) MATH.
Mohammad Asif Karimi. Your wage is $70,000 per annum from which you pay tax; calculate the tax to the nearest dollar.  –   34.
Course Applications of Percents Warm Up Estimate % of out of % of out of % % Possible answers:
Warm Up Change to a decimal 1. 20% 2. 45% % 4. 2% Course Applications of Percents.02.
Homework 1.Every month, Gillian makes $1600 plus an 8.9% commission on sales. If her sales last month totaled $18,400, what was her total pay? 2. The.
Applications of Percents
NS1.7 Solve problems that involve discounts, markups, commissions, and profit and compute simple and compound interest. Also covered: NS1.3 California.
Percents In Algebra County. Things to remember: Of means multiply To convert a decimal to a percent, move the decimal two places to the right. To convert.
Applications of Percents
Calculating mortgage payments (Paying back your student loans)
SECTION 2-3 pp Graduated State Income Tax.
Chapter 7 Review Game PERCENTS. Write the percent as a fraction in simplest form. 126%
Homework: Part I 1. A bank is offering 2.5% simple interest on a savings account. If you deposit $5000, how much interest will you earn in one year? 2.
Review Game Show Fraction and %’s Finding Percents.
Solving Percent Problems Using Equations
Cell phone use is prohibited.
SECTION 10-1 Mortgage Loans pp
Preview Warm Up California Standards Lesson Presentation.
Interest Rates, Terms, Total Financed Amount
Presentation transcript:

3.1a Slide 1 Example 1 Beth’s parents own a home worth $200,000. The assessed value of the home according to the County Assessor is $125,000. While Beth’s parents could sell the home for $200,000, they only have to pay property taxes on $125,000. The annual property tax rate in Beth’s county is 1.2%. Use this information to answer the questions below. a.What percent of the market value is the assessed value of the home? x = % Equation: Assessed Value = x% (market Value) 125,000 = x (200,000) 125,000 ÷ 200,000 = x (200,000) ÷ 200,000 divide both sides by 200, = x Change the decimal to a percent by multiplying by % ANSWER: The assessed value is 62.5% of the market value. b.What is the annual property tax on the home? Equation: Property Tax = tax rate ( assessed value) Tax rate = 1.2% =.012 (covert the % to a decimal for the equation) Assessed Value = $125,000 Property Tax =.012 (125,000) Property Tax = $1,500 ANSWER: The annual Property Tax is $1,500

3.1a Slide 2 Example 2 Christy has a house with a market value of $275,000 and an assessed value of $230,000. The annual property tax rate is $17 per $1,000 of assed value. Use this information to answer the questions below. a. What is the annual property tax on the home? Equation: Property Tax = Assessed value ÷ 1,000 tax rate per 1,000 = 230,000 ÷ 1, = $3,910 ANSWER: The annual Property Tax is $3,910 b.If she pays her property taxes monthly, how much does she pay per month? Round to the nearest cent. Equation: Monthly Payment = Annual Property Tax ÷ 12 = $3,912 ÷ 12 = $ ANSWER: The monthly payment is $

3.1a Slide 3 Example 3 Mr. and Mrs. Morgan are considering purchasing a house with a market value of $250,000. The assessed value of the house is 58% of the market value and the property tax rate is 1.45% of the assed value. Use this information to answer the questions below a.What is the assessed value of the house? EQUATION: Assessed value = % (Market Value) 58%=.58 Change the percent to a decimal by dividing by 100 to put it in the equation Assessed Value =.58 (250,000) Assessed Value = $145,000 ANSWER: The assessed value is $145,000 b.What is the annual property tax on the home? Equation: Property Tax = tax rate ( assessed value) Tax rate = 1.45% =.0145 (covert the % to a decimal for the equation) Property Tax =.0145 (145,000) Property Tax = $2, ANSWER: The Annual property tax is $2,102.50

2.2d Slide 4 Example 4 Spencer’s owns a home with an assessed value of $110,000 and a market value of $190,000. The tax rate is 1.38% of the assessed value. His taxes are paid by his mortgage lender, so the property is included in his monthly mortgage payment. Use this information to answer the questions below. a.What is the annual property tax on the home? Equation: Property Tax = tax rate ( assessed value) Tax rate = 1.38% =.0138 (covert the % to a decimal for the equation) Property Tax =.0138 (110,000) Property Tax = $1.518 ANSWER: The Annual property tax is $1, b.How much is he paying for his property tax per month? Equation: Monthly Payment = Annual Property Tax ÷ 12 = $1,518 ÷ 12 = $ ANSWER: The monthly payment is $ c. What percent of his mortgage payment is his property tax if his mortgage payment is $1,050 per month? Answer the question: $ is what percent of $1,050? Let x = percent Equation: = x (1050) ÷ 1050 = 1050x ÷ 1050 divide both sides by = x Change it to a percent by multiplying by % ANSWER: The Property tax is 12% of his monthly mortgage payment.