How to read a cumulative frequency curve
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Basic differentiation techniques
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How to add and multiply surds?
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Interesting O Level Question
This O Level Question is very similar to an MIT admission question that was asked in .....1869 Check out the YouTube video below
Rules of Indices Slideshow
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My strategy Help you to catch up in school Provide guidance for school work so that you can better understand what your teacher is teaching in class Make full use of your time in school My teaching will complement what you learn in school to achieve maximum results
Calculator trick: How to find the exact value of sin 60
Calculator trick: How to find the exact value of sin 60 degree? For more tips and tricks, like my facebook page: https://www.facebook.com/AMathsTips/
Features of a sine curve
Features of a sine graph First info graphic is up. I aim to post 2 info graphics every week. Follow this blog or like https://www.facebook.com/AMathsTips/
Updating the blog to serve you better
In the process of updating the site with more infographics to make it easier for you to make sense of A Maths. Stay tuned You can also like my facebook page: https://www.facebook.com/AMathsTips/
Geometrical Proofs
Introduction Intercept theorem There are 2 ways to apply the intercept theorem In the first scenario, you will be able to identify a pair of parallel lines from the question Upon identifying the pair of parallel lines, we conclude that the ratio of AD:DB is the same as the ratio of AE:EC In the second scenario, you identify that that the ratio of AD:DB is the same as the ratio of AE:EC Subsequently you conclude that the lines DE and BC are parallel Midpoint Theorem The Midpoint theorem is a specific case of the Intercept theorem when the ratio of the lengths is 1:1 There are 2 ways to apply the Midpoint Theorem The first way is to use Midpoint Theorem to show that 2 lines are parallel From the information given in the question, we will be able to identify that D is the midpoint of AB and E is the midpoint of AC Given that D and E are midpoints, we will be able to conclude that DE is parallel to BC The second way is to use Midpoint Theorem to show that E is a midpoint From the informati...
Integration techniques Part III
Integrating fractions Revision of anti chain rule "Increase power by 1 and divide by the new power" Recall the differentiation of ln (ax + b)
