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  • 8/8/2019 Checked Palmy Philip How Big is a Million AssessmentARichel

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    Well done, your secondinvestigation was

    completed wither greateraccuracy and a more

    efficient plan.

    What have I learned about

    solving problems using thenumber 1,000,000?

    Post Assessment

    NIST Year 6

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    Instructions

    Work with a partner. Read through the problem.

    Devise a plan to solve your problem and put the plan into action.

    Prepare a short oral presentation to explain to your class how yousolved your chosen problem. Your explanation must include

    [1] Your original plan of how to solve the problem.

    [2] A step by step guide of what you did to get your answer.

    [3] Details of any changes to your original plan and why thosechanges were made.

    [4] A detailed explanation of all your working out.

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    Our Chosen Problem

    Problem 1We are recreating the junior school library. It

    needs to house 1,000,000 books that are on

    average about the same with as an Oxforddictionary. How many meters of shelving will

    we need?

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    Our PlanWe will measure how wide the oxford dictionary is. Then, we will divide it

    with a million. Lastly, we will check it with a calculator and show it to Ms.Angela.

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    Working out the answer

    1 Oxford dictionary= 5 cms

    10 oxford dictionaries= 50 cms

    100 oxford dictionaries= 5 M

    1,000 oxford dictionaries= 50 M10,000 oxford dictionaries= 500 M

    100,000 oxford dictionaries= 5,000 M

    1,000,000 oxford dictionaries= 50,000 M

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    Our Solution!

    The answer for this question is 50,000 M.

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    How did we work it out?1 Oxford dictionary= 5 cms10 oxford dictionaries= 50 cms100 oxford dictionaries= 5 M1,000 oxford dictionaries= 50 M

    10,000 oxford dictionaries= 500 M100,000 oxford dictionaries= 5,000 M1,000,000 oxford dictionaries= 50,000 M

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    RE FL EC TRE=Really Empowered, FL=Feel like learning, EC=Effort could improve this,

    T = Tell me more!

    Number Knowledge

    and Operations

    RE FL EC T Comment

    Did I know enough

    about 1,000,000 to

    solve this problem?

    RE The problem was too easy once we measured the dictionary.

    Did understanding how

    a numbers place is

    connected to its value

    or size help me to solve

    the problem?

    FL We knew how to do this roughly in the problem.

    What strategies did Iuse? Explain

    (division,

    multiplication,

    subtraction, factors,

    multiples, etc)

    Xs10s

    The dictionary is 5cms wide. If we times it with 10s, it will beeasier.

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    How Does the Number

    1,000,000help us learn number

    strategies that help witheveryday life?

    Pre Assessment

    NIST Year 6

    What do I knowabout

    1,000,000?

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    Instructions

    Work alone or with a partner. Read through the problem.

    Devise a plan to solve your problem and put the plan into action.

    Prepare a short oral presentation to explain to your class how yousolved your chosen problem. Your explanation must include

    [1] Your original plan of how to solve the problem.[2] A step by step guide of what you did to get your answer.

    [3] Details of any changes to your original plan and why thosechanges were made.

    [4] A detailed explanation of all your working out.

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    Our Chosen Problem

    Choose a problem from the slides at the endof this presentation and paste it here:

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    Our PlanWrite your plan of how you will solve the problem here:

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    How did we work it out?Show how you have worked out your answer here.Write a step by step guide of what you did to get your answer.

    You may need more than one slide.

    Include details of any changes to your original plan and why those changes were made.

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    Our Solution!

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    RE FL EC TRE=Really Empowered, FL=Feel like learning, EC=Effort could improve this,

    T = Tell me more!

    Number Knowledge

    and Operations

    RE FL EC T Comment

    Did I knowenough about

    1,000,000 to

    solve this

    problem?

    What strategies

    did I use?

    How did I use

    estimates?

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    Problem 1

    We are recreating the junior school library. It

    needs to house 1,000,000 books that are onaverage about the same with as an Oxford

    dictionary. How many meters of shelving will we

    need?

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    RE FL EC TRE=Really Empowered, FL=Feel like learning, EC=Effort

    could improve this, T = Tell me more!Problem Solving Strategies RE FL EC T Comment

    1. Did we create a good plan and change it whenneeded?

    2. Did we organise for different people to help

    or complete different tasks?

    5. How did I use familiar landmarks (or groups of numbers) to solve the problem?

    How did I check my estimations?

    How did I check my calculations?

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    Problem 2

    Meredith is in training for the 2012 Olympics. She should swimat least 1,000,000 meters during 2009. How many laps of the pool

    will she need to swim in order to swim to swim 1,000,000 meters?

    How many laps should she swim each day?

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    Problem 3

    The more we read, the better at reading we will

    become. Approximately how many pages of a

    newspaper should we read in order to read 1,000,000

    words?

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    Problem 4

    The NIST High school students are going to organise a

    mini Olympics. The cafeteria ladies need to prepare

    1,000,000 millilitres of ice cold water. How many NIST

    drinking bottles will they be able to fill?

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    Problem 5

    Varakorn is in training for the 2012 Olympics.He should run at least 1,000,000 meters

    during the year 2009. How many laps of the

    oval will he need to run in order to run1,000,000 meters? How many laps should

    he run each day?

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    Problem 6

    The space created by the dots on the ceiling save

    paint. A painter is coming to repaint the ceiling of your

    class and he needs to know the approximate number

    of dots on classrooms ceiling.

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    Problem 7

    Someone has an OCD and would like to find out the

    number of flecks in the floor of the corridor outside of

    the classroom. Approximately how many flecks are

    there?