Document Details

Mathematics and Extension 1 Dotpoint Notes

User Description:
Mathematics and EXT 1 dot point notes , extensive detail based on textbook and class

Thinkswap Satisfaction Guarantee

Each document purchased on Thinkswap is covered by our Satisfaction Guarantee policy. If you are not satisfied with the quality of any document, or you believe the document was incorrectly described or categorised, Thinkswap will provide a full refund of exchange credits so you can check out another document. For more information please click here.

This student studied:
Claim a Thinkswap Bounty

Do you know if the Subject listed above has changed recently? Click report to earn free Exchange Credits!

Document Information:
50 Pages Complete Study Notes < 1 Year old
Share

5 Ex Credits


Document Screenshots:
Topics this document covers:
Mathematics Geometry Mathematical analysis Elementary algebra Equations Analytic geometry Polynomial functions Conic sections Completing the square Parabola Parametric equation Hyperbola
This is a Complete Set of Study Notes

Complete Study Notes typically cover at least half a semester’s content or several topics in greater depth. They are typically greater than 20 pages in length and go into more detail when covering topics.

What are Exchange Credits:

Exchange Credits represent the worth of each document on Thinkswap. In exchange for uploading documents you will receive credits. These can then be used to checkout other documents on Thinkswap.

Topics this document covers:
Mathematics Geometry Mathematical analysis Elementary algebra Equations Analytic geometry Polynomial functions Conic sections Completing the square Parabola Parametric equation Hyperbola
Sample Text:
1am = a m 1a m = a m (ab)m = bm am a = a 2 1 n am = a nm Absolute value , x| | = x x Chapter 2 - Algebra and Surds Difference of 2 squares a )(a )( + b b = a2 + b2 Perfect squares ab (a )+ b 2 = a2 + 2 + b2 ab (a ) b 2 = a2 2 + b2 Sums and differences of 2 cubes a )(a b )a3 + b3 = ( + b 2 a + b2 a )(a b )a3 b3 = ( b 2 + a + b2 Surd rules m n = mn m m = m m = m ba m b n = a mn m n = n m = nm when ( ) m 2 = m2 = m m 0 Rationalise a b b b = b a b a + b c b c b c = b c a ( b c) a b c + b c + b c = b+c a +( b c) Chapter 3 - Equations Inequations If then for all c a > b a + c > b + c If then for all c a > b a c > b c If then for all ...
Similar Documents to Mathematics and Extension 1 Dotpoint Notes

Using Tracker to Construct the Different Trigonometric Function

This student studied:
SACE - Year 11 - Mathematical Methods

In the modern society, the use of technology is an integral part of the life. Motion capture and computer-generated imagery are used in almost every field of human society, such as: medical uses, robotic uses, generating 2D or 3D picture, sports and sometime even military use, motion capture and computer-generated imagery is the technique which capture the movement of an object or human and then map out the data on 2D or 3D computer program to generate variety animations. The combination of motion capture and CGI are mainly used in the field of film making and game character design.

3 Ex Credits

View Details

Mathematics 2 Unit Notes

This student studied:
HSC - Year 12 - Mathematics Advanced

A complete set of Mathematics 2 Unit Notes from the HSC and preliminary year. These notes are useful to reach Band 6 Marks.

5 Ex Credits

View Details

Quadratics Maths Investigation - Sydney Harbour Bridge

This student studied:
SACE - Year 11 - Mathematical Methods

Maths investigation that uses a variety of quadratic concepts and formulas in order to calculate the dimensions of the Sydney harbour bridge. Received a grade of "A-" from SACE board.

3 Ex Credits

View Details

Transformations of Functions

This student studied:
QCE - Year 11 - Mathematics B

During this task a picture was drawn with equations and then it is explained how each equations works

3 Ex Credits

View Details