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Designing Dynamic Spreadsheets as Points of Departure for Learning in Science and Mathematics

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as 'Points of Departure' for Learning. in. Science ... Solutions as 'Points of Departure' Challenge students to think beyond the beginning problem. ... – PowerPoint PPT presentation

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Title: Designing Dynamic Spreadsheets as Points of Departure for Learning in Science and Mathematics


1
Designing Dynamic Spreadsheets asPoints of
Departure for Learning in Science and
Mathematics
  • Maggie Niess
  • Oregon State University
  • http//oregonstate.edu/niessm/SSMA
  • niessm_at_onid.orst.edu

2
How long until these planes are at the same
altitude?
  • A plane initially at 28,000 feet is descending at
    a rate of 1800 feet per minute, and a second
    plane initially at 1500 feet is climbing at a
    rate of 2300 feet per minute. How many minutes
    it will take for the planes to be at the same
    altitude?

3
A Possible Approach
  • Symbolic approach
  • Plane1 28000 (-1800) ( of minutes)
  • Plane2 1500 2300 ( of minutes)
  • So
  • 28000 (-1800)( of minutes)
  • 1500 2300( of
    minutes)
  • of minutes 6.46 minutes

4
Another Approach
  • Tabular approach

Solution between 6 and 7 minutes
5
And still another approach
  • Spreadsheet approach
  • Dynamic_Function_Machine.xls

6
Problem Solved!
  • WAIT - Dont stop now!

7
Extend the Problem
  • Consider different altitudes and different rates
    of each of the planes
  • What happens if Plane1 is descending from 41,000
    feet?
  • What happens if Plane2 is ascending at a 2,000
    feet per minute?
  • What does this type of exploration add to the
    learning experience?
  • Exploring_dynamically.xls

8
Solutions as Points of Departure
  • Challenge students to think beyond the beginning
    problem.
  • Encourage students to ask what if questions.
  • Engage students in designing spreadsheets that
    can be used to explore many questions.

9
Scaffolding Students Learning of Mathematics
Building Dynamic Spreadsheets
  • Begin with basic concepts and operations of
    spreadsheets
  • Problem 1
  • Magic Squares

10
Recall the Magic Square
  • Place the numbers 1-9 in the nine cells of this
    square so that the rows, columns and diagonals
    all add to 15!

11
Designing a Dynamic Magic Square
  • Magic_square_template.xls

Entering formulas in a spreadsheet
12
A windy problem
  • Mystery_Town_Wind_Frequency_Problem.xls

Entering formulas and creating appropriate charts
13
Finding Solutions to Patterns
  • wand_problems.xls
  • Entering and copying formulas - relative copy
    feature of spreadsheets

14
Remember multiplication???
15
Teach the computer to multiply
multiplication_table.xls
B9 B8 A9
But can you copy this formula and make it work?
16
Generalize the multiplication table
general_multiplication_table.xls
17
Now create the Dynamic Function Machine
spreadsheet
  • Format and solve the dog and cat problem

Dynamic_function_template.xls
18
Getting started
  • Maggies website to download the spreadsheets
  • http//oregonstate.edu/niessm/SSMA
  • niessm_at_onid.orst.edu
  • ICT4U Middle School Spreadsheets John Ley,
    Maggie Niess, Carol Rigg
  • ISBN 978-0-9756925-4-7
  • PO Box 132652, The Woodlands, TX 77393-2652
  • http//eusesconsortium.org/edu/problems.php
    Problems that might be useful!
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