Free IGCSE revision notes, IB revision notes, A level revision notes, CBSE, GCSE, O levels and other sylabus revison notes. With History, Biology, Chemistry, Maths, Physics, Business, Economics, English Literature, English Language, ICT, ITGS, Psychology, Anthropology and more free revision notes
CramPuppy - Free Revision Notes » Gcse » Mathematics » Number » Percentages

Percentages

Share View PDF | Print View | Views: 464 |

Percentages are used all the time. They are used just like fractions. Just like fractions, they are used to find part of a value which may be an increase or decrease of the original value.

A percentage is a number out of 100, so:
1% is equal to 1/100
23% is equal to 23/100
50% is equal to 50/100 or 1/2

When using percentages on a calculator, I find that converting the percentage into a fraction or decimal is much more simpler than using the percentage button. Knowing how to convert a percentage would make this process easier.

Finding percentages of values includes decreases and increases:
  • Decreases
    A decrease of 10% means 90% of the value ( 100% - 10% = 90% or 0.90 ). To find the answer you work out 0.90 ? number.

  • Increases
    An increace of 10% means your value and an extra 10% added to it. This means it is 110% ( 100% + 10% = 110% or 1.10 ) of the value. To find the answer you work out 1.10 ? number.

About the Author


by: Admin
Total views: 464
Word Count: 224
Date: Wed, 2 Aug 2006 Time: 12:00 AM
0 comments

Revision Notes by Richard Tang


Rating: Not yet rated
Login to vote
CramPuppy - Free Revision Notes on Facebook

Comments

No comments posted.

Add Comment

You do not have permission to comment. If you log in, you may be able to comment.

Search


Normal Search:

Advanced Search
Tag Cloud

Community