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.

Slides:

Advertisements

Similar presentations

Two Step Equation Percentages Adding and Subtracting Adding -- Tax, Markup –Original amount + a percent of that amount –An item is marked up 75%

Advertisements

Markups and Discounts with Percents

Markup and Markdown Miss Edwards 3/2/15.

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,

Exercise Write the percent formula. percent x whole = part.

Lesson 7.6: Markup and Discount

Percent Discount and Markup

Finding a percent of a number Textbook pages

Rewriting Percent Expressions

Tool Bag Formulas, equations, Vocabulary, etc. Here’s How…Notes & Examples Title: Name Date Period 6-5: Percent Increase and Decrease Example #1 Percent.

Do Now What number is 12% of 350? 21 is what percent of 40?

adjectives as you can think of that describes that word.

Two Step Percentage Problems Word problems with a vengence.

Chapter 6: Ratios, Proportions, & Percents 6.9 Markup and Discount.

Bell Work Discount/Markup Sale Price $6 shirt 20% off _______ _______

Do Now 2/17/14 Take out HW from last Wednesday night.

Do Now 4/21/10  Take out HW from last night. –Text p. 355, #8-24 evens  Copy HW in your planner. –Text p. 360, #8-24 evens  In your notebook, answer.

Evaluating Algebraic Expressions 6-5 Applying Percent of Increase and Decrease Warm Up Warm Up California Standards California Standards Lesson Presentation.

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.

Discount and Mark up.

How to pop some tags using percent, discounts and tax without leaving your desk! #POP-A-TAG #DISCOUNTS.

The percent of a quantity increases or decreases from its original amount. To find the percent of change, use these two steps. Step 1: Subtract to find.

Sales Tax, Discounts, and Commissions Section 6.7.

Markups and Discounts: Chapter 7.6 Goals: To find the NEW PRICE after a markup. To find a NEW PRICE after a discount.

Discount and Markup SWBAT find the amount of discount; find the sale price; find the discount rate; find the amount of markup; find the markup rate.

Then/Now You have already solved real-world problems using the percent proportions. (Lesson 7–3) Solve real-world problems involving markup and discount.

6-3 (B) Percent of Change. Percent of Change A ratio that compares the change in quantity to the original amount. Amount of change original amount Percent.

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.

Lesson 3- using rules of exponents The exponent, tells the number of times that the base is used as a factor 2 3 is defined as 2 times 2 times 2.

DO NOW Define: Markup: An increase from the wholesale price of an item to the retail price. Discount: A decrease from the original price of an item to.

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.

Do Now You buy a cell phone that is 20% off the original price of $129. Find the sale price.

Tax, tip, and Markup Notes and examples.

Markup & Markdown Problems

Warm Up 1.14 is 2% of what number? is 13% of what number? 3. 30% of what number is 12? % of what number is 189?

NS1.6 Calculate the percentage of increase and decrease of a quantity.

A item is marked 25% off and then you are given an additional discount of 10%. What will you pay? Are receiving a total of 35% off? Explain why or why.

MARKUP. The difference in the amount that a store charges compared to what the store paid How much a store raises the price to make a profit. Markup =

Splash Screen. Then/Now You have already solved real-world problems using the percent equations. (Lesson 7–5) Solve real-world problems involving markup.

APPLICATIONS OF PERCENT Chapter 6. Fractions, Decimals, & Percents A percent is a ratio that compares a number to 100 To change a decimal to a percent,

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,

Target I can understand Markups and Discounts.

Topic 2 Proportional Reasoning with Percents Percent of a Number To find the percent of a number, you can: write the percent as a fraction and.

ALGEBRA READINESS LESSON 7-5 Warm Up Lesson 7-5 Warm-Up.

Rewriting Percent Expressions

SB-Lesson 12.1: Markup and Discount Terminology Selling Price - The price retailers charge customers Cost - The price retailers pay to a manufacturer.

Percent Proportions & Equations. A percent is a ratio that compares a number to 100. A commission is a percent of the amount of your sales. A percent.

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.

Grade Lesson 14. Notes Lesson 15 Percent of Change.

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.

6.6 Discounts and Markups 10/27/15. Discount How much an item’s price is reduced by.

3.3 Markup and Markdown How can you rewrite expressions to help you solve markup and markdown problems?

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.

5.2 Rewriting Percent Expressions

Percent Math 6.

Bell Work From 5 to = 5 40% increase

Markup and Discount Notes

3.3 Markup and Markdown.

Lesson 7.6: Markup and Discount

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.

Percent Math 6.

Main Idea and New Vocabulary Example 1: Find the Sale Price

Finding Discount Objective: Students will calculate percentages and find the amount of discount.

Module 1: Ratios and Proportional Relationships: Topic C: Ratios and Rates Involving Fractions

Problem Solving with Proportional Relationships

Bell work Week 28 Cost - The price retailers pay to a manufacturer

Discounts and Markups.

Presentation transcript:

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  So 40% off of $50.00 is $20.00  How much would you have to pay?

4.3 Activity When you save 40%, you pay 60%  40% of $50.00 is $20.00  So 60% of $50.00 is $30.00.

4.3 Activity

Finding the original price is the same as finding the whole. $22.40 is the part. What percent does $22.40 represent of the original price? $22.40 is 70% of what number? Why is 70% used instead of 30%? 30% off the original price is the same as paying 70% of the original price.

4.3 Activity A store purchases an item for x dollars. The store needs to sell this item for more than x dollars (markup) to cover operating costs and to make a profit. A store purchases an item for $2 and sells it for $4. This represents a 100% markup ($ % of $2).

4.3 Activity Reasoning: If a $10 item sells for $25, the $10 item was marked up 150% and the selling price is 250% of $10. (100% of $10) + (150% of $10) = (250% of $10) = $25

4.3 Activity

4.3 Lesson Yesterday you explored discounts and markups using a percent bar model. Today you will use the percent proportion to find discounts and markups of items.

4.3 Lesson

A store buys an MP3 player for $100 and marks it up 50%. The store has a 50% off sale. You purchase the MP3 player. What do you pay? Did the store lose money?

4.3 Lesson wholesale price + markup = retail price (or selling price) what a increase price you store pays in price pay

4.3 Lesson The amount of discount is a part of the whole original price. The percent equation or percent proportion is used to find the amount of the discount. A 25% discount is the same as paying 75% of the original price. A 30% discount is the same as paying ____% of the original price. A 60% discount is the same as paying ____% of the original price.

4.3 Lesson

4.3 Lesson: Finding the Sale Price The sale price is $26.25.

4.3 Lesson

4.3 Lesson: Finding the Original Price The original price was $55.

4.3 Lesson: Finding a Selling Price

4.3 Lesson

The original price was $53.33.

4.3 Lesson The percent of discount is 25%.

4.3 Lesson