Choose level of difficulty Martha books a 14-night holiday in May She books for herself, husband Billy and daughter Mary (aged 11). She books the holiday.

Slides:



Advertisements
Similar presentations
‘Boxing Up’ IMCA Opening
Advertisements

Choose level of difficulty
Comparing Data presented in Frequency Tables
Factoring Trinomials 9-4 ax2 + bx +c
Choose level of difficulty
Equation Race Set 2 Distributive Property Solve your equation then add together your individual answers to get the final answer.
Choose level of difficulty
Lesson 7.7 Concept: How to solve problems involving discounts and sales tax. Guidelines: A discount is the difference between the original price and the.
VAVLPVCTYMAUS PSABLADDERZSB EBSANTESHTICL RLDUDSKTTVSRA EDEARCENEAUOD CRFNORSASINTD TPEUUOCPTDATP UNRTMTRBEEXME MIEUSUULSNSNN USNMEMNISAIIT AESXSVPENNISI.
Warm Up Problem of the Day Lesson Presentation Lesson Quizzes.
Choose level of difficulty In 2006, the production cost of the Newton School play was £370. In 2007, due to the fact that the school had to hire some special.
Choose level of difficulty Jennie’s council has a target of 1/5 for households to recycle their waste. In January, Jennie recycled 1/10 of her household.
Percent Increase and Decrease
QPLNHTURBIOTS CADAIASOINCOS OSTPOSTLGVAGT AJRLFKLEROUEA CLARITYSOLSTB HTEAMVSRUVAHI INTERACTPELEL NAPKSOCIALIRI GSOCIOGRAMTST CONFORMITYYTY 14 WORDS ANSWERS.
7-7 Sales Tax and Discount. Discounts are like what that we have been talking about? What is a discount?
Year 9 ELP Maths Autumn 1 - GCSE Functional Question Booklet This booklet has been produced to help with the functional questions in your exam. These are.
‘Boxing Up’ - The Big Launch. Boxing Up (A Mathematical Essay) What is the question asking me? What information do I have? What Maths will I be using?
Functional Question Foundation (Number 4) For the week beginning ….
Warm up Page TN 36 #2.
Percent Increase and Decrease
6-3 Estimating with Percents Warm Up Warm Up Lesson Presentation Lesson Presentation Problem of the Day Problem of the Day Lesson Quizzes Lesson Quizzes.
7-7 Sales Tax and Discount. Discounts are like what that we have been talking about? What is a discount?
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 x 99 Think: round off 99 to 100 So… 6 x 99 becomes 6 x 100 = 600 Then subtract: 600 – 6 = x 79 4 x 80 = 320 – 4 = 316.
CONSUMER ARITHMETIC PROBLEMS. Check and discuss students’ homework on compound interest STARTER.
 I can use word clues to help me work out operations and steps in word problems From AusVELS Level 5: Number and Algebra: Apply a range of strategies.
RAG Key Words: Collaborate, explain, justify LO To use boxing up to solve wordy problems Janet has 40 CDs to sell at £3 each. She sells of them at full.
Adding and Subtracting Decimals. Rules for adding or subtracting decimals: (1) Line up the numbers by the decimal point.
Listening on page62. Step1:Pre-listening: Look at the pictures and discuss the questions in Ex1 in groups. Step2: While listening: Listen to the tape.
Jeopardy Writing Equations Solving Equations Word Problems Combining Like Terms Translating Math Q $100 Q $200 Q $300 Q $400 Q $500 Q $100 Q $200 Q $300.
Objective Students will add, subtract, multiply, divide, and simplify radicals.
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.
Chapter 6 Test Prep 6-3 through 6-5: Solving Quadratic Equations 6-6: Graphing Quadratic Functions Application Problems Choose a section to work on. At.
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.
Jumping the number line I am learning to jump through a tidy number on a number line to solve problems like 17 + …. = 91 Numbers like 10, 20, 30, 40 etc.
Entry Task Write down your age Multiply it by 10 Add 8 to the product Double that answer and subtract 16 Divide the result by 20 Explain what you notice.
EVERYTHING YOU NEED TO KNOW TO GET A GRADE C NUMBER (FOUNDATION)
Chapter 5 Part 1 Test Prep 5-1: Monomials 5-2: Polynomials 5-3: Division of Polynomials 5-4: Factoring Choose a section to work on. At any time you may.
Bell Work Explain why Jamar’s solution was incorrect.
Steps of Addition Move your mouse over each step to see the directions.
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.
Solving a System of Equations by Elimination SYSTEMS1.2- I can solve a system of equation by elimination.
Take away difference between. take away difference between Subtraction rule: If the numbers are close together do difference between. If the numbers are.
Exploring Order in Mathematics. Add Mentally = 10.
Percent Increase and Decrease
Choose level of difficulty Salima books a 7-night holiday in April for two adults. The travel agent adds a percentage surcharge to the cost of the holiday.
Main Idea and New Vocabulary Example 1: Real-World Example
Warm Up Problem of the Day Lesson Presentation Lesson Quizzes.
1. Find 30% of Find 28% of 60. Solve for x = x(50)
Adding Integers.
Knowing your math operation terms
Functional Question Higher (Statistics 3) For the week beginning ….
Choose level of difficulty
= = = = = Add like an Egyptian
Main Idea and New Vocabulary Example 1: Find the Total Cost
Main Idea and New Vocabulary Example 1: Find the Total Cost
Name: Date: Add and subtract numbers using objects
 Click on a present to go to a question
Add or Subtract? x =.
Divide the number in C by 10.
GCSE Functional Question Booklet
Multiplying and Dividing in Scientific Notation
Subtracting Using PowerPoint
Multiplying and Dividing in Scientific Notation
Chapter 6 Problem-Solving
Implementation Review the mathematical concept.
EVERYTHING YOU NEED TO KNOW TO GET A GRADE C
Main Idea and New Vocabulary Example 1: Real-World Example
What is the net force on the object? Will this object move?
Motherhood Luke 1:26:38.
Presentation transcript:

Choose level of difficulty Martha books a 14-night holiday in May She books for herself, husband Billy and daughter Mary (aged 11). She books the holiday online. Explain clearly why the total cost will be £990.

Help Step 1 What is the price for one adult? Martha books a 14-night holiday in May She books for herself, husband Billy and daughter Mary (aged 11). She books the holiday online. Explain clearly why the total cost will be £990.

Help Step 2What is the cost for the adults? How many adults are going? Martha books a 14-night holiday in May She books for herself, husband Billy and daughter Mary (aged 11). She books the holiday online. Explain clearly why the total cost will be £990.

Help Step 3What is the cost for the daughter? Work out 75% of £400 Martha books a 14-night holiday in May She books for herself, husband Billy and daughter Mary (aged 11). She books the holiday online. Explain clearly why the total cost will be £990.

Help Step 4What is the total cost so far? Add the two answers together. 2 Adults at £400 each = £800 1 Child at £300 = £300

Help Step 5Work out 10% of the total cost. Martha books a 14-night holiday in May She books for herself, husband Billy and daughter Mary (aged 11). She books the holiday online. Explain clearly why the total cost will be £990.

Help Step 6Work out the final cost of the holiday. Subtract the 10% off the total found earlier. Martha books a 14-night holiday in May She books for herself, husband Billy and daughter Mary (aged 11). She books the holiday online. Explain clearly why the total cost will be £990. Total cost before discount= £1100 Discount= £110 End of Problem Return to Menu End of Problem Return to Menu

Help Step 1 What is the price for one adult? Martha books a 14-night holiday in May She books for herself, husband Billy and daughter Mary (aged 11). She books the holiday online. Explain clearly why the total cost will be £990.

Help Step 2What is the cost for the adults? How many adults are going? Martha books a 14-night holiday in May She books for herself, husband Billy and daughter Mary (aged 11). She books the holiday online. Explain clearly why the total cost will be £990.

Help Step 3What is the cost for the daughter? Work out 75% of £400 Martha books a 14-night holiday in May She books for herself, husband Billy and daughter Mary (aged 11). She books the holiday online. Explain clearly why the total cost will be £990.

Help Step 4What is the total cost so far? Add the two answers together. Martha books a 14-night holiday in May She books for herself, husband Billy and daughter Mary (aged 11). She books the holiday online. Explain clearly why the total cost will be £990. Martha books a 14-night holiday in May She books for herself, husband Billy and daughter Mary (aged 11). She books the holiday online. Explain clearly why the total cost will be £990.

Help Step 5Work out 10% of the total cost. Martha books a 14-night holiday in May She books for herself, husband Billy and daughter Mary (aged 11). She books the holiday online. Explain clearly why the total cost will be £990.

Help Step 6Work out the final cost of the holiday. Subtract the 10% off the total found earlier. Martha books a 14-night holiday in May She books for herself, husband Billy and daughter Mary (aged 11). She books the holiday online. Explain clearly why the total cost will be £990. End of Problem Return to Menu End of Problem Return to Menu

Martha books a 14-night holiday in May She books for herself, husband Billy and daughter Mary (aged 11). She books the holiday online. Explain clearly why the total cost will be £990.

Martha books a 14-night holiday in May She books for herself, husband Billy and daughter Mary (aged 11). She books the holiday online. Explain clearly why the total cost will be £990.

Martha books a 14-night holiday in May She books for herself, husband Billy and daughter Mary (aged 11). She books the holiday online. Explain clearly why the total cost will be £990.

2 Adults at £400 each = £800 1 Child at £300 = £300

Martha books a 14-night holiday in May She books for herself, husband Billy and daughter Mary (aged 11). She books the holiday online. Explain clearly why the total cost will be £990.

Martha books a 14-night holiday in May She books for herself, husband Billy and daughter Mary (aged 11). She books the holiday online. Explain clearly why the total cost will be £990. Total cost before discount= £1100 Discount= £110 End of Problem Return to Menu End of Problem Return to Menu

Hint What is the cost before the discount? Martha books a 14-night holiday in May She books for herself, husband Billy and daughter Mary (aged 11). She books the holiday online. Explain clearly why the total cost will be £990.

Hint What is the discount? Martha books a 14-night holiday in May She books for herself, husband Billy and daughter Mary (aged 11). She books the holiday online. Explain clearly why the total cost will be £990.

Hint How do you get the final answer? Martha books a 14-night holiday in May She books for herself, husband Billy and daughter Mary (aged 11). She books the holiday online. Explain clearly why the total cost will be £990. End of Problem Return to Menu End of Problem Return to Menu

Martha books a 14-night holiday in May She books for herself, husband Billy and daughter Mary (aged 11). She books the holiday online. Explain clearly why the total cost will be £990. End of Problem Return to Menu End of Problem Return to Menu