• Homepage
  • Register
  • Sign in
National Stem Centre
  • What we offer
  • STEM
  • Community
  • eLibrary
  • News
  • Events
  • Blog
  • Esero UK
  • All subjects
  • Science
  • Technology
  • Engineering
  • Mathematics
  • Careers
Questions   Explore
  • Integration 3: Differential Equations

Integration 3: Differential Equations

Subject(s): Mathematics | Age: Post 16 | Type: Activity sheet | Teacher guidance | Publication Year: 2000 - 2009
  • Comments (0)
    • Share with Facebook
    • Share on MySpace
    • Bookmark on delicious
    • Post to Twitter

The first of two RISP activities, Modelling the Spread of a Disease requires students to carry out a simulation of a disease spreading. Students carry out an experiment then pool their results to estimate the proportion of the population that will have caught the disease. The experiment is then modelled mathematically using differential equations.
How Many Differential Equations? asks students to write down a quadratic function, differentiate it twice and use the results to form a differential equation. Students then find the general solution of their differential equation.

  • URL: http://stem.org.uk/rx3nr
  • Add to my list
  • Sign in to rate or comment
  • Rated /5

HEALTH and SAFETY
Any use of a resource that includes a practical activity must include a risk assessment. Please note that collections may contain ARCHIVE resources, which were developed at a much earlier date. Since that time there have been significant changes in the rules and guidance affecting laboratory practical work. Further information is provided in our Health and Safety guidance.


Files

  • Zip

    Sign in to download files

  • PDF document, Category Three Materials

    PDF document

    Modelling the spread of a disease

  • PDF document, Category Three Materials

    PDF document

    Modelling the spread of a disease (teacher's notes)

  • PDF document, Category Three Materials

    PDF document

    How many differential equations?

  • PDF document, Category Three Materials

    PDF document

    How many differential equations? (teacher's notes)

adding comment...

Comments Sign in to comment

adding comment...

No comments yet

More like this

Mathematical Modelling with Calculus. A mathematics teacher guidance resource
PDF document

Mathematical Modelling with Calculus

  • Not yet rated
  • 1990 - 1999
  • Teacher guidance
description
Secondary: Sexually Transmitted Infections (STI). A science video resource
Video

Secondary: Sexually Transmitted Infections (STI)

  • Not yet rated
  • 2010 to date
  • Video
description

Resource author

RISPs

Resource by: RISPs

Collections

The resource is part of RISPs

  • Risps: Rich Starting Points for A Level Core Mathematics
  • Risps for A2 Level Core
  • Integration 3: Differential Equations
Follow us on: Facebook Twitter

© The National STEM Centre. About Us. Contact Us. Terms & Conditions. Cookies. Website Help.

Web design by iWeb