Channel 4 Learning



MATHEMATICS
Maths 4 Real
 
Percentage Changes
Standard Form
Learning Outcomes
Curriculum Relevance
Overview
Programme Outline
Key Facts and Exam Tips
Vocabulary
Worksheets
Notes on the Worksheets
Further Ideas
Background
Links
Ratio and Proportion
Straight Line Graphs
Distance / Time Graphs
Pythagoras' Theorem
The Sine Ratio
Bearings
Questionnaires
Combined Probability
Credits
TV Transmissions
Feedback
Print Version

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Standard Form

Further Ideas

 

Students can investigate questions that lead them to consider very large numbers, developing their understanding of the notation as they try to explain their working and express their results. Attempts to solve problems involving very large (or small) numbers lead to an appreciation of the limitations of non-scientific calculators, or the appearance of unfamiliar symbols on scientific calculators. Students can then increase their understanding of standard form by addressing these difficulties. Large distances lend themselves readily to the use of a more succinct notation.

For example, to generate discussion and introduce the topic, invite the class to find out how many Smarties (or cans of Coke, or students, or cubes of sugar...) would have to be stacked on top of each other in order to reach the Moon, or the Sun, or Jupiter... The Moon is 384,400 kilometres away.