adjectives as you can think of that describes that word.

Slides:



Advertisements
Similar presentations
Which states have a sales tax rate closest to the Texas sales tax rate?
Advertisements

Markup and Markdown Miss Edwards 3/2/15.
POD 5 $120 G-shock, 6% sales tax Basic Advanced Find the total cost. Find the percent markup. Foot Locker buys a pair of KD VII’s for $85. They sell them.
Warm Up 1. 14,000 is 2 % of what number? is 13% of what number? % of what number is 12? % of what number is 189? 560,
Lesson 7.6: Markup and Discount
Finding a percent of a number Textbook pages
6-4 Percent of Change Percent of change = amount of change original amount.
Estimating With Percents Lesson 6-8. Sales Tax Round the cost of a given item to the nearest dollar. Multiply that estimate by the decimal version of.
Ratio, Percent, Proportion
Bell Work Discount/Markup Sale Price $6 shirt 20% off _______ _______
7.8 Percents, Decimals and Fractions
Percent Increase and Decrease
Notes 29 Percent of Change 6-4.
1. 7 or 7.00 Why is seven right? 20 x
Find the discount/markup first then find the & new price. 1)$6 shirt 20% off _______ _______ 2)$65 shoes 15% off _______ _______ 3)$80 tickets 40% markup.
Consumer Math Vocabulary.
Why??  Percents are all around us! Sales and discounts shopping Sales Tax Income Taxes Tips on restaurant bills Etc…  When doing problems with % remember.
Warm ups: Eric bought a pair of shoes originally priced at $95 for 45% off. He paid $52.25 not including tax. Which equation shows how Eric.
Finding a percent of a number Textbook January 13 th 14 th, 15 th, 16th.
Percent Increase and Decrease
Percent Increase and Decrease. Language Goal  Students will be able to verbally express percent increase and decrease. Math Goal  Students will be able.
Ratio —comparison of 2 quantities by division Written using to, :, fraction Ex: 10 to 15, 10:15, 10/15.
THESE SHOULD NOT BE DIFFICULT FOR YOU: 1. Find 30% of Find 28% of 60. Solve for x = x(50) = x(86) is what percent of 80? 6.
8-5 Sales Tax & Discount Indicator (s)  N8 Develop and analyze algorithms for computing with percent and demonstrate fluency in use. Pages
Lesson 6-8 Warm-Up. Lesson 6-8 Warm-Up Markup and Discount (6-8) What is “markup”? How do you find the percent of markup ? markup (also known as profit):
Then/Now You have already solved real-world problems using the percent proportions. (Lesson 7–3) Solve real-world problems involving markup and discount.
6-5 Percent of Change Warm Up Problem of the Day Lesson Presentation
Bell Work Movie tickets used to cost $5, now cost $7. Find the percent of change. A percent of change tells how much a quantity has increased or decreased.
CONSUMER ARITHMETIC PROBLEMS. Check and discuss students’ homework on compound interest STARTER.
Markup and Discount NS 1.4 Calculate given percentages of quantities and solve problems involving discounts at sales, interest earned, and tips. Objective:-Students.
To Start – 10 Points!!! Find the percent of increase from 4 to 7.5. Amount of increase = 7.5 – 4 = 3.5 Original amount = 4 The percent of increase from.
Markup & Markdown Problems
Sales Tax and Discount Lesson 8 – 8. Vocabulary Sales Tax – an additional amount of money charged to a purchase. Discount – the amount by which the regular.
Sales Tax and Discount. Sales tax and discount Sales tax - is an additional amount of money charged on items people buy. The total cost is the regular.
Splash Screen. Then/Now You have already solved real-world problems using the percent equations. (Lesson 7–5) Solve real-world problems involving markup.
Bellwork 1. Find 30% of Find 28% of 60. Solve for x = x(50) = x(86) is what percent of 80? is what percent of 30? 16.8.
Percent of Increase and Decrease
Section % of what number is 75? 2. What percent of 25 is 4? 3. If you buy a shirt that was originally $45 but it is on clearance for 25% off,
ALGEBRA READINESS LESSON 7-5 Warm Up Lesson 7-5 Warm-Up.
By M Hennessy. 1. a. What is 20% of 80? 4 b. Why is four wrong? %
By D. Fisher. 1. a. What is 20% of 80? 4 b. Why is four wrong? %
5 Minute Check Find the percent of change. Round to the whole percent, if necessary. Complete on the back of your homework. 1. $12 to $ notebooks.
Algebra1 Percent Increase and Decrease
SB-Lesson 12.1: Markup and Discount Terminology Selling Price - The price retailers charge customers Cost - The price retailers pay to a manufacturer.
Bell Work is = x_ of = x_ x 100 = 27x 1700 = 27x x = 62.96% or 63%
EXAMPLE 1 Finding a Sale Price Clothing You buy a pair of jeans that is 30% off the original price of $29. What is the sale price? STEP 1 Find the amount.
Holt Algebra Percent Increase and Decrease Find percent increase and decrease. Objective.
Warm Up 1. Find 30% of Find 28% of Solve for x.
Warm Up Solve % of what number is 6? 2. What percent of 20 is 8? 3. What is 80% of 60? is what percent of 200? 60 40% 48 Course Percent.
Grade Lesson 14. Notes Lesson 15 Percent of Change.
Estimating With Percents Lesson 6-8. Sales Tax Round the cost of a given item to the nearest dollar. Multiply that estimate by the decimal version of.
PARKLAND PERCNET OF A NUMBER. USE MENTAL MATH TO FIND THE PERCENT OF A NUMBER.
Markup – the amount of money a store increases the price of the goods above what they pay for it. Wholesale price – the amount of money a store pays for.
RED 2012 BOOK. 4.3 Activity You can find 10% and multiply by the correct amount.  Ex: 40% off of $50.00  10% is $5.00.  $5.00 X 4 (for 40%) = $20.00.
3.3 Markup and Markdown How can you rewrite expressions to help you solve markup and markdown problems?
Change Expressed as a Percent Section Goals Goal To find percent change. To find the relative error in linear and nonlinear measures. Rubric Level.
Sales Tax and Discount Lesson 8-5. Sales tax and discount Sales tax - is an additional amount of money charged on items people buy. The total cost is.
Lesson 8.3B: Markup and Discount Change each percent into a decimal  5.5%  10.24%  29% .1%  1%  50%  5%    0.29   0.01.
Holt McDougal Algebra Percent Increase and Decrease Warm Up 1. Find 30% of Find 28% of 60. Solve for x = x(50) = x(86) 5.
1. Find 30% of Find 28% of 60. Solve for x = x(50)
Percent Increase and Decrease
Lesson 7.6: Markup and Discount
Markup and Discount Calculate given percentages of quantities and solve problems involving discounts at sales, interest earned, and tips. Objective:-Students.
Math 5-7: Percent of Change
Main Idea and New Vocabulary Example 1: Find the Sale Price
Bellwork A pass at a water park is $58 at the beginning of the season. The cost of the pass decreases each month. 1. Each month 10% is taken off the.
Percent Increase and Decrease
Bell work Week 28 Cost - The price retailers pay to a manufacturer
Sales Tax Lesson 8-5. Sales Tax Lesson 8-5 Sales tax and discount Sales tax - is an additional amount of money charged on items people buy. The total.
Presentation transcript:

adjectives as you can think of that describes that word. Spark Plug: Choose one of your vocabulary words from Unit 3 and write as many adjectives as you can think of that describes that word. (must have at least 3)

Sales tax and discount Sales tax - is an additional amount of money charged on items people buy. The total cost is the regular price plus the sales tax. Discount – the amount by which the regular price of an item is reduced. The sale price is the regular price minus the discount.

Steps to finding an additional amount or discounted amount of an item: Change the percent to a decimal (remove % sign and move decimal 2 places left) Multiply new decimal by the item. If it is an “additional amount”, add the product in step 2 to the item. If it is a “discounted amount”, subtract the product in step 2 from the item.

3. a. There is a discount of 25% off on a $60 pair of shoes 3. a. There is a discount of 25% off on a $60 pair of shoes. How much are the shoes? $45 $60 x .25 300 120 $15.00 $60 - 15 d. Why is forty-five dollars correct? $45

4. a. A shirt cost $30 plus 7% tax. What is the total cost? $32.10 $30 x .07 $2.10 $30.00 + 2.10 $32.10 d. Why is thirty-two dollars and ten cents correct?

5. a. A $300 bike is on sale. How much is the cost? $225 $300 x .25 1500 60 $75.00 $300 - 75 d. Why is two hundred twenty-five dollars correct? $225

The entrance fee at an amusement park is $35 The entrance fee at an amusement park is $35. People over the age of 65 receive a 20% discount. What is the amount of the discount? How much do people over 65 pay? Method 1 A discount is a percent decrease. So find $35 decreased by 20%. Find 20% of 35. This is the amount of the discount. 0.20(35) = 7 35 – 7 = 28 Subtract 7 from 35. This is the entrance fee for people over the age of 65.

Method 2 Subtract the percent discount from 100%. 100% – 20% = 80% People over the age of 65 pay 80% of the regular price, $35. 0.80(35) = 28 Find 80% of 35. This is the entrance fee for people over the age of 65. 35 – 28 = 7 Subtract 28 from 35. This is the amount of the discount. By either method, the discount is $7. People over the age of 65 pay $28.00.

A student paid $31. 20 for art supplies that normally cost $52. 00 A student paid $31.20 for art supplies that normally cost $52.00. Find the percent discount . $52.00 – $31.20 = $20.80 Think: 20.80 is what percent of 52.00? Let x represent the percent. The discount is 40%

A $220 bicycle was on sale for 60% off. Find the sale price. Method 2 Subtract the percent discount from 100%. 100% – 60% = 40% The bicycle was 60% off of 100% . 0.40(220) = 88 Find 40% of 220. This is the discount from the original price. 220 – 88 = 142 By this method, the discount is $88. The sale price is $142.00.

Ray paid $12 for a $15 T-shirt. What was the percent discount ? Think: 3 is what percent of 15? Let x represent the percent. $15 – $12 = $3 The discount is 20%.

The wholesale cost of a DVD is $7. The markup is 85% The wholesale cost of a DVD is $7. The markup is 85%. What is the amount of the markup? What is the selling price? Method 2 Add percent markup to 100% Method 1 A markup is a percent increase. So find $7 increased by 85%. The selling price is 185% of the wholesale price, 7. 100% + 85% = 185% Find 85% of 7. This is the amount of the markup. 0.85(7) = 5.95 1.85(7) = 12.95 Find 185% of 7. This is the selling price. 7 + 5.95 = 12.95 Add to 7. This is the selling price. 12.95  7 = 5.95 Subtract from 12.95. This is the amount of the markup. By either method, the amount of the markup is $5.95. The selling price is $12.95.

A video game has a 70% markup. The wholesale cost is $9 A video game has a 70% markup. The wholesale cost is $9. What is the selling price? Method 1 A markup is a percent increase. So find $9 increased by 70%. Find 70% of 9. This is the amount of the markup. 0.70(9) = 6.30 9 + 6.30 = 15.30 Add to 9. This is the selling price. The amount of the markup is $6.30. The selling price is $15.30.

What is the percent markup on a car selling for $21,850 that had a wholesale cost of $9500? 21,850 – 9,500 = 12,350 Think: 12,350 is what percent of 9,500? Let x represent the percent. The markup was 130 percent.

Remember how to Find the Percent of Something!