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Understanding Order of Magnitude Calculations
May 27, 2025
Notes on Order of Magnitude from Free Science Lessons
Introduction
Objective
: Understand and calculate the order of magnitude.
Use order of magnitude to compare approximate sizes of objects.
Definition of Order of Magnitude
Order of magnitude is used when comparing the approximate size of different objects.
Example
: An apple and an orange are around the same size, so they are around the same order of magnitude.
Calculating Order of Magnitude
If one object is 10 times larger than another, it is one order of magnitude larger.
Example
:
Pineapple vs. Lemon: Pineapple is about 10 times larger than a lemon, equating to one order of magnitude larger.
Dog vs. Woodlouse: Dog is about 100 times longer than a woodlouse, which is two orders of magnitude.
Key Concept
Each order of magnitude is 10 times greater than the previous one.
Method
: Count the number of zeros to determine the order of magnitude.
10 times = 1 zero = 1 order of magnitude.
100 times = 2 zeros = 2 orders of magnitude.
1000 times = 3 zeros = 3 orders of magnitude.
Practical Example
Problem
: A fox is around 40 cm long, while a tick on the fox is around 0.4 cm long.
Solution
:
Divide 40 by 0.4 = 100 times longer.
Count zeros: 2 zeros = 2 orders of magnitude.
Practice Resources
More practice questions available in the workbook.
Workbook can be accessed via provided link.
Conclusion
After understanding, you should be able to describe and perform calculations related to the order of magnitude.
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