H2 Mathematics Applets www.oocities.org/h2maths |
![]() Introduction |
![]() Graphs |
![]() Calculus |
![]() Sequences & Series |
![]() Functions |
![]() ![]() Permutations & Combinations |
![]() Vectors |
![]() Complex Numbers |
![]() Statistics |
Dear students:
If the applets do not appear, please try the following: (1) download the Java software from www.java.com. (2) Go to the menu: Tools > Turn off Pop-Up Blocker. (3) Tools > Internet Options > Advanced > Security > Allow Active Contents. Errors messages may appear when advertisements do not download properly. Just ignore. |
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Introduction![]() |
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Remainder & Factor Theorems ![]() Quadratic Equations |
![]() Trigonometric Identities |
![]() Partial Fraction |
![]() Polynomial Division |
![]() Binomial Expansion Binomial Expansion (worked solution) Range of Validity |
Functions ![]() |
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![]() Domain & Range of a Function |
![]() Composite Function Animation Composite Function |
![]() Graph of Composite & Inverse Functions |
Permutations & Combinations ![]() ![]() |
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Problems involving Choosing: ![]() Choose People (Pictorial) Choose People |
![]() Choose Boys & Girls |
![]() Choose a few Groups |
Problems involving Arranging:![]() Arrange People |
![]() Arrange Boys & Girls |
![]() Arrange Letters |
Complex Numbers ![]() |
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![]() Complex Number Nth Root of a Complex Number |
![]() Locus of Complex Numbers |
![]() Maximum & Minimum Distances |
Statistics ![]() |
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Here are some Microsoft Excel Statistical Simulations: (Click each link and then press F9 on your keyboard) |
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1 Die | to simulate the tossing of 1 die |
2 Dice | to simulate the tossing of 2 dice |
Balls | to simulate the drawing of balls |
Coins | to simulate the tossing of coins |
Suits | to simulate the drawing of cards according to suits |
Card | to simulate the drawing of cards according to suits & values |
Binomial to Poisson | to show that the Binomial Distribution approaches the Poisson Distribution |
Binomial to Normal | to show that the Binomial Distribution approaches the Normal Distribution |
Poisson to Normal | to show that the Poisson Distribution approaches the Normal Distribution |
Central Limit: 1, 3 | to demonstrate the Central Limit Theorem for a symmetrical Distribution |
Central Limit: 1, 1, 1, 3 | to demonstrate the Central Limit Theorem for a skewed Distribution |
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