Warm ups: 02.10.10. 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.

Slides:

Advertisements

Similar presentations

EXAMPLE 1 Finding a Sale Price You are shopping for a guitar and find one with an original price of $160. The store is offering a 30% discount on all guitars.

Advertisements

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

7 th Grade Math Ms. Richardson.  Before, we answered all types of percent questions using proportions.  However, when you are finding the percent of.

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

8.4 Percent of Increase and Decrease. Percent change is the ratio of the amount of change to the original amount. Percent increase describes how much.

NS1.6 Calculate the percentage of increase and decrease of a quantity. NS1.7 Solve problems that involve discounts, markups, commissions, and profit and.

adjectives as you can think of that describes that word.

Two Step Percentage Problems Word problems with a vengence.

Discounts, Sales Tax and Tip. What would the sale price be for a pair of pants that cost $48.00 after a 30% discount is given? Step 1: change the % into.

Bell Work: Tax and Tip! Your bill is $ What is your total after you leave a 20% tip and pay 5% tax? Method 2 Multiply the price by 125% since.

Ratio, Percent, Proportion

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

Percent Increase and Decrease

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.

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

Group Challenge #1 Find the value of the variable. Then find the angle measures of the polygon. Work with your table group to solve the following problem.

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.

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.

Markup and Discount 6.5. markup Markup = (% of markup) (store’s cost)

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.

Markup and Discount 6.9. markup Markup = (% of markup) (store’s cost) Turn the percent into a decimal or fraction.

6-6 Percent of Change Warm Up Problem of the Day Lesson Presentation

% ∙ $ = commission/sales tax/profit

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.

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.

Percent of Increase and Decrease

Percent of Change Warm Up Warm Up Lesson Presentation Lesson Presentation Problem of the Day Problem of the Day Lesson Quizzes Lesson Quizzes.

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

Markup and Discount 6.6. markup Markup = (% of markup) (store’s cost)

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.

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.

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.

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.

Review Game Show Fraction and %’s Finding Percents.

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.

Warm Up Problem of the Day Lesson Presentation Lesson Quizzes.

6-9 Markup & Discount Finding prices.

Discounts, Markups, Sales Tax and Tip

Percent Math 6.

Bell Work From 5 to = 5 40% increase

8.4 Percent of Increase and Decrease

6.6 Discounts and Markups 10/18/16.

EXAMPLE 1 Finding a Sale Price

Lesson 7.6: Markup and Discount

6-5 Percent of Change Warm Up Problem of the Day Lesson Presentation

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.

Problem of the Day Last week, you finished Level 2

Math 5-7: Percent of Change

Percent Math 6.

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

Example A: A store advertises the following sale: shoes are 1 4 off the original price. If a pair of shoes normally costs $40, what is the sales price?

Unit 6. Day 16..

COURSE 3 LESSON 6-6 Markup and Discount

Lesson 19 Proportionality Percent Applications.

Objective: Students will be able to solve problems involving discounts and sales tax. VOCABULARY: A discount is the difference between the original price.

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

6-6 Percent of Change Warm Up Problem of the Day Lesson Presentation

Problem Solving with Proportional Relationships

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

Discounts and Markups.

Presentation transcript:

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 paid $52.25 for the shoes? A. $95 - $45 B. $95 ÷.45 C. $95 - $ 95 ÷.45 D. $95 - $95 x.45

Eric decided to sell his shoes he bought for $52.25 for 40% more than what he paid. He sold them for $ Which equation shoes how Eric figured he would sell them for $73.15? A. $ B. $52.25 ÷ C. $ $ ÷.40 D. $ $52.25 x.40

Vocabulary PERCENT OFF Discount Sale Off Sale price Marked down % of the cost Fraction of the cost Original price to sale Vocabulary PERCENT MARKUP Markup Wholesale price to retail price Increase Tax Tip Original price to profit Math steps: 1.PLD Change the % OFF to a decimal. 2. Multiply the % as a decimal x the original$$ 3.SUBTRACT that from the original$$ Math steps: 1.PLD change the % markup to a decimal 2.Multiply the % as a decimal x the original $$ 3. ADD that back onto the original$$