Punch! Capacity.

Slides:



Advertisements
Similar presentations
Capacity and Volume D6 Put together your straw Fill the sink about a quarter full of water. Measure 100 ml of water and pour it into the jug. Draw a.
Advertisements

 JACOB FREIER.  Defenition : is some thing that floats in water  Examples : boat duck jetskee  None examples a desk.
Y9 Booster Lesson 5. Objectives – what you should be able to do by the end of the lesson Divide a quantity in a given ratio Solve simple problems using.
Station 2 Station 3 Station 4 Station 1 Making Chocolate Cake Recipe for Chocolate Cake: 200g dark chocolate, chopped 250g butter, chopped 100 g self-raising.
Volume is the amount of liquid that a container holds. The units of volume of liquid: litre( l ) millilitre(m l ) x 1000  l = 1000ml.
How to read a recipe – the basics!. HOW TO READ A RECIPE Baking and cooking are two very different kitchen skills. Generally speaking, you bake cakes,
© British Nutrition Foundation 2006www.nutrition.org.uk/lifeskills fruit salad.
A ratio is used to compare numbers or quantities. What are some examples??? Eg. In my hand I have a glass of fruit juice. It is one part fruit and four.
Starter  What is: B) C)
© T Madas. What do we mean when we say two quantities are in proportion? It means that if: one of them doubles, the other one also doubles. one of them.
Capacity: Making a summer fruit drink You will need: 200 ml cranberry juice Which measuring jug has the correct amount of cranberry juice?
A. 10 LitresB.1 Litre C.15 Litres D.25 Litres A. 200 LitresB. 10 Litres C.2 LitresD. 20 millimetres.
Some of the best books of  &mid= A23D2FC75CD A23D2FC75CD7.
Whiteboardmaths.com © 2007 All rights reserved
There are 1000 millilitres in a litre False True 1.
Share a quantity into a ratio The task of sharing into a ratio is a favourite question on the SAT and GCSE papers. A question, for example, might ask you.
Do Now 12/11/13 Take out HW from last night. Take out HW from last night. Text p.152, #6-24 evens, 27, 31, & 32 Text p.152, #6-24 evens, 27, 31, & 32 Copy.
Ch 8: Exponents G) Mixture Word Problems
What does it mean to be proportional? When two ratios are equal, they are PROPORTIONAL Example: 2 = x 6 = 30 2 x 15 = 30 Look! There cross Products.
Objective: Learn to use metric units of mass and capacity (4-8).
Students will be able to : Identify the similarities and differences between rates and ratios Make links between rates and ratios, and direct proportion.
HOW TO MAKE A SMOOTHIE Emily Meleshenko P
A 600K pounds B 2400K pounds Slide 1. Available Fruit Boxes are scaled to quantities available.
Crown copyright 2008 Fruit fusion Session: 1.
By Dex Alphey HOT (and cold) MATHS. PIZZA FRACTIONS  Pizzas are a great way to see Fractions.  We cooked pizzas that had 5 pieces.  There were 5 people.
M M M M 5. Not Listed

Ratio Ratio is a way of comparing amounts of something. It shows how much bigger one thing is than another. There are two aspects that we will look at.
Lesson Plan Presentation By Michelle Beaulieu. Student Objectives Students will be able to identify and take an image of the four types of fish adaptations.
Ratio & Proportion according to Lawrence Potter The contents of this presentation are drawn from the Reading “Mathematics minus Fear” by Lawrence Potter.
Area Covered. Work Done Quantity Financial Progress of work.
WJEC Past Paper Questions (with answers)
A B H G F E D C. London joint ATM and MA branch meeting Task design 20th May 2017 Mike Ollerton.
Solving Ratio Problems using Tape Diagrams
Line Symmetry Year 4.
Solving Exponential Equations
Lesson #8: Table of Random Digits
Ratio topic so far.. What is Ratio?
TIME WORK PLAN/SCHEDULE
I Can convert litres to millilitres.
Self Portrait Painting Mastery.
RaTEs, RATIO & propORTION
OF ONE OF MANY MATHEMATICS FACULTIES
Capacity Personal Referents.
S.O.D.A. Start Of Day Activity
Units of measurement GM2.4 Core Starter
Problem solving lesson 2
Ch 8: Exponents G) Mixture Word Problems
Volume and Capacity Word Problems 25/02/2019.
MATH 90 CHAPTER 4 PART II MSJC ~ San Jacinto Campus
Capacity: Making a summer fruit drink
Choose the quantity that is the appropriate estimate for:
Properties of ratios.
Mixed Up Multiplication Challenge
Multiplying fractions
Solving Ratio Problems using Tape Diagrams
Continuous Line Portraits
1 - Representing money amounts in different ways.
Fruity muffins Ingredients 250g self raising flour
GCSE Maths.
Fruit fusion Ingredients 1 clementine 6 red grapes 6 green grapes
Year 2 Summer Term Week 13 Lesson 2
Year 2 Summer Term Week 13 Lesson 2
Units of CAPACITY.
Example Challenge Question

Converting Between Measures
Line Symmetry Year 4.
1st Grade Adding & subtracting quiz 9/7
Presentation transcript:

Punch! Capacity

Task You are making 3 litres of your secret tropical punch blend for our class party. You may use your own mix of the following fruit juices. The challenge: You will only have access to the following measuring jugs and it must equal 3L exactly: 800mL 500mL 250mL 300mL 200mL In your grid books, make a list of the jugs and quantities you will use of each juice type. Take a photo of it and upload it onto SHOWBIE. Write your names on the board. ONLY after you have done this, can you actually start mixing your juice together.