The Bar Model Worksheet One: Catering

Similar documents
MATHEMATICS. Y6 Using and applying mathematics 6103 Solve problems involving length, mass or capacity. Equipment

KEY SKILLS Application of Number Level 1 External Assessment EXEMPLAR 1

b) Travis was attempting to make muffins to take to a neighbor that had just moved in down the

Unit 2, Lesson 1: Introducing Ratios and Ratio Language

Math. Review. Answers. Name: Review. 1) Write your answer as a mixed number (if possible).

Investigation 1: Ratios and Proportions and Investigation 2: Comparing and Scaling Rates

Two-Term and Three-Term Ratios

2. Which unit of length is the most suitable for measuring the capacity of a bath?

Unit 2, Lesson 2: Introducing Proportional Relationships with Tables

Functional Skills Mathematics Assessment SAMPLE PAPER Level 2

Pg. 2-3 CS 1.2: Comparing Ratios. Pg CS 1.4: Scaling to Solve Proportions Exit Ticket #1 Pg Inv. 1. Additional Practice.

MATHS WORKSHEETS THIRD TERM MEASUREMENT

1. Find the value of two numbers if their sum is 12 and their difference is 4.

Customary Units of Capacity

Investigation 1: Ratios and Proportions and Investigation 2: Comparing and Scaling Rates

Lesson 11: Comparing Ratios Using Ratio Tables

Marge has 2 bottles of ketchup that are the same size. One bottle is 1 5. Can all the ketchup fit into one bottle without the ketchup overflowing?

Unit 2, Lesson 15: Part-Part-Whole Ratios

Measuring Ingredients. Whitehall School District FCS Department Mrs. Stendahl

STACKING CUPS STEM CATEGORY TOPIC OVERVIEW STEM LESSON FOCUS OBJECTIVES MATERIALS. Math. Linear Equations

Functional Skills. Maths. Entry Level 3 Complete simple calculations involving money and measures. v1.0

Student Booklet 1. Mathematics Examination Secondary Cycle One Year One June Competency 2 Situations No calculator allowed

Mathematics Guide

3. a. Write a ratio to compare the number of squares to the number of triangles.

Mathacle. PSet Algebra, Ratios Level Number Name: Date: Solve.

Pineapple Cake Recipes

Exploring Fraction Division: Why We Flip and Multiply

WHAT WE ARE LEARNING TODAY

A C E. Answers Investigation 1. Review Day: 1/5 pg. 22 #10, 11, 36, 37, 38

EAT TOGETHER EAT BETTER BEAN MEASURING ACTIVITY

Feeling Hungry. How many cookies were on the plate before anyone started feeling hungry? Feeling Hungry. 1 of 10

Thermal Properties and Temperature

4.1 ALGEBRA. Division Patterns with Decimals. Unlock the Problem. Math Talk. Essential Question. Try This! Complete the pattern. Name B 150.

S t u d e n t Workbook 2017

Unit 4P.2: Heat and Temperature

Tennessee Comprehensive Assessment Program TCAP. TNReady Grade 5 Math Part I PRACTICE TEST. Student Name. Teacher Name

Interpret and Compute Quotients of Fractions - Step-by-Step Lesson

Alisa had a liter of juice in a bottle. She drank of the juice that was in the bottle.

INTRODUCTION. Chicken Basket Worksheet. Biggie Burger Worksheet

Cinnamon Raisin Bread. 4 2/3 cups cup 1 cup 2 TBSP. 1 1/4 tsp. 1 cups. Strawberry Cake. 2 3/4 cup and 2 TBSP. 2 cups tsp.

Word Problem Do Nows. Chemical Mixture and Percent Composition Word Problems. Mr. Taylor's Math Class. Mr. Taylor's Lesson Resources 1

Lesson 13: Finding Equivalent Ratios Given the Total Quantity

EVIDENCE SCAVENGER HUNT

Objective: Decompose a liter to reason about the size of 1 liter, 100 milliliters, 10 milliliters, and 1 milliliter.

STUDENT NAME DATE. Science Grade 3. Read each question and choose the best answer. Be sure to mark all of your answers.

Class: 2. For each meal, draw a green circle around the healthiest choice and a red circle around the least healthy choice. Sugary cereal (30g)

Name October 2, 2018 Review #1 Test #1. 1) Which of the following is NOT a correct method to write a ratio?

Parsnip Pancakes Revised By Mikaela Taylor, FoodCorps

Lesson 11. Classwork. Example 1. Exercise 1. Create four equivalent ratios (2 by scaling up and 2 by scaling down) using the ratio 30 to 80.

WHAT WE ARE LEARNING TODAY

Answer: 1881 km. a How many litres have been used? Answer: litres. Answer: Answer: a How much flour has been used?

7.RP Cooking with the Whole Cup

I SEE PROBLEM SOLVING - UKS2

Economics 101 Spring 2016 Answers to Homework #1 Due Tuesday, February 9, 2016

The Biscuit Booklet. Name. Booklet design by Stephanie Howdle Calverton Primary School

The One Penny Whiteboard

Algebra 2: Sample Items

Unit 19: Practice Written Exam for the Hospitality and Catering Industry. Reading time: 10 minutes Writing time: 1 hour 30 minutes

Unit 2, Lesson 15: Part-Part-Whole Ratios

Skill #1 I can use a ruler to measure

Name: Hour: Review: 1. What are the three elements that you need to measure to guarantee a successful recipe?

Activity 7.3 Comparing the density of different liquids

1. Simplify the following expression completely, leaving no exponents remaining.

SYSTEMS OF LINEAR INEQUALITIES

MATH Section 5.4

STUDENT NAME DATE. Science Grade 3. Read each question and choose the best answer. Be sure to mark all of your answers.

Sara Jane Strecker, FACS Educator Learning Zone Express

Pasta Math Problem Solving for Alice in Pastaland:

Activity 2.3 Solubility test

learning about cocoa farmers

Pre-Test Unit 6: Systems KEY

Lesson 9: Tables of Equivalent Ratios

Joy the Baker Rationalizing in Baking

1. Look at the following words and organise them into the appropriate group.

Becket Keys A Level Business Bridging work

Lesson 4. Choose Your Plate. In this lesson, students will:

Linear Measurement: Imperial

Concepts/Skills. Materials

Additional Practice. Name Date Class. 1. a. According to the table, how long is a typical person s lifetime? Explain your reasoning.

Lesson 13: Finding Equivalent Ratios Given the Total Quantity

Introduction to. Home Economics. Name: Class: Teacher:

Math Fundamentals PoW Packet Cupcakes, Cupcakes! Problem

Multiplying Fractions

Going Strong. Comparing Ratios. to Solve Problems

Solubility Lab Packet

Activity Instructions

Math & Science Unit. Goldbelt Heritage Foundation

Measure. Convert. Cook.

Ratios and Proportions

About. Discovering More. Fraction Skittles

Fraction Conundrums. Warm Up Questions. Create Your Own Scenario

Introduction to Algebra Summer Assignment # 1

Juice Board Week 5 Activity Description How Much Real Juice?

Lesson 3.4 Real-World Problems: Fractions and Decimals

English Measurement Relationships

Practical 1 - Determination of Quinine in Tonic Water

Functional Skills Mathematics Level 1 Sample Assessment Fill in your name, date of birth, registration number and centre name in the boxes below.

A Feast of Flowers, Fruits and Seeds

6.RP.A. ratio & rates. Student Guided notes

Making Cookies: Problem Solving

Transcription:

The Bar Model Worksheet One: Catering 1. Ruby works in the kitchen of a café. She has responsibility for ordering food and portioning the food out for the various recipes once it arrives. Ruby finds it is quicker to portion food out by eye rather than measuring accurately. a) This cheddar cheese weighs 900 grams. Show where to cut off 600 grams. b) This block of butter weighs 250 grams. Show where to cut off 50 grams. c) The smoked cheese weighs 450 grams. Show where to cut off 200 grams. d) This smoked cheese weighs 800 grams. Show where to cut off 700 grams.

e) This piece of brie weighs 1200 grams. Show where to cut off 900 grams. f) This piece of brie weighs 900 grams. Show where to cut off 100 grams. 2. Sometimes Ruby s café provides outside catering for business lunches. They supply hot water urns, so that people can have access to hot drinks. The hot water urns are similar to the one shown in the picture. Each urn has a vertical gauge that shows how much water is in the urn. When it is full, the urn can supply 120 cups. The pictures show the gauge at various stages of the day (i) For each picture, estimate what fraction of the urn is full. (ii) For each picture, say how many cups of water there are left in the urn.

The Bar Model Worksheet 2: Buying ribbon 3. Louisa is a dress maker. She uses ribbon to edge her garments as a way of making her designs stand out. Louisa buys a sample of the ribbon shown below: a) It costs her 1.16 for 80cm of the spotty ribbon. Draw a picture to represent this information, and make it look realistic. b) What else do you know? Mark on your picture some other quantities of this ribbon, which you would know the cost of. c) How much would it cost to buy 1 metre of the ribbon? 4. The ribbon shown in the picture below is priced at 8.40 for 6 metres a) What else do you know about this ribbon? Draw the ribbon as a bar picture and fill in some other quantities that you know the price of. b) Which of the two ribbons shown above is cheaper?

5. Louise buys samples of 3 more types of ribbon as follows: Sample A 40 cm of this ribbon cost 92p Sample B 60 cm of this ribbon cost 1.32 Sample C 75 cm of this ribbon cost 1.80 a) Draw a bar to represent each sample of ribbon b) What else do you know about each ribbon? Use you bars to fill in some other quantities that you know the price of. c) Which of these three styles of ribbon would work out to be the most expensive?

The Bar Model Worksheet 3: Sharing Food 6. The café where Ruby works specialise in making large rectangular pizzas. These are popular with lunch time diners who often order one of the large pizzas to share. Masood and Tim are students. They meet for a pizza in the café once a week. On one occasion they order the rectangular cheese and tomato pizza shown below costing 10.35. Tim is not as hungry as Masood, so they cut the pizza into 9 slices, Tim eats 4 slices and Masood eats 5 slices. a) Draw a picture to show how they might share out the pizza b) Share out the cost of the pizza between Masood and Tim in the ratio 5 : 4 7. The following week Masood and Tim are joined by Emily. The three students decide to share one of the gigantic seafood rectangular pizzas priced at 16.80. When the pizza arrives Emily cuts the pizza into equal sized slices. Masood eats 4 of the slices, Emily stops after eating 3 slices, Tim ends up having eaten 5 slices. a) Draw a picture to show how they might have shared out the pizza b) Share out the cost of the pizza in proportion with the amount each person has eaten

The Bar Model Worksheet 4: Summary Questions Drawing a bar can be a helpful way to tackle several problems in maths. It provides a way of visualising problems. Draw a diagram to help solve each of these problems 1. A water tank can hold up to 60 litres of water. The gauge on the front of the tank shows that it is full. How much water is currently in the tank? 2. A straight jug can hold up to 300 ml of liquid. Jo wants to make a fruit crush to fill the jug. The recipe says mix 2 parts of orange juice to 3 parts of pineapple juice. How many millilitres of each juice will Jo need? 3. One of the raffle prizes at a school fair is a gigantic bar of chocolate measuring 120cm in length. The prize is won by two friends, Eliza and Shola. They wonder how to share out the prize. Shola thinks it is not right to split it in half because there are only three people in her family whereas there are five people in Eliza s family. Suggest a fair way that they could share out the prize. 4. A car travels 60 miles in of an hour at a steady speed. Draw a bar to represent this information. What is the speed of the car in miles per hour. 5. Bananas are priced at 2.50 per kilogram. Draw a bar to represent this information and use it to work out the cost of 1.2 kilograms of bananas.