My favourite revision site is Revision Village — which has a huge amount of great resources — questions graded by level, full video solutions, practice tests, and even exam predictions.
There are 8 levels of coding difficulty — with each code giving you a password to access the next clue. There are Maths Murder Mysteries, Spy games and more. Solve all the clues in a level to make it onto the leaderboard. The 2 hardest levels — Level 6 and Level 7 are particularly tough — are you good enough to crack them?
For example, Mod 3 means the remainder when dividing by 3. The stunning graphics of Mandelbrot and Julia Sets are generated by complex numbers. These are polynomials which have integer solutions. These are fractions which continue to infinity. The great Indian mathematician Ramanujan discovered some amazing examples of these. There are a large number of patterns to discover — including the Fibonacci sequence.
The search for prime numbers and the twin prime conjecture are some of the most important problems in mathematics.
Investigate magic tricks that use mathematics. Why do magic squares work? Egyptian fractions can only have a numerator of 1 — which leads to some interesting patterns. Can all fractions with a numerator of 2 be written as 2 Egyptian fractions? This is a puzzle that was posed over years ago by a Chinese mathematician. It involves understanding the modulo operation. A problem that puzzled mathematicians for centuries — and one that has only recently been solved.
The question as to whether there are patterns in the primes has fascinated mathematicians for centuries. The twin prime conjecture states that there are infinitely many consecutive primes eg.
There has been a recent breakthrough in this problem. Cole numbers 23 Perfect Numbers: Perfect numbers are the sum of their factors apart from the last factor. Palindrome numbers are the same backwards as forwards. Phi appears with remarkable consistency in nature and appears to shape our understanding of beauty and symmetry. Why does the twin paradox work? How all our digital communications are kept safe through the properties of primes.
This is a method developed by a Chinese mathematician Sun Zi over years ago to solve a numerical puzzle. An interesting insight into the mathematical field of Number Theory. A post which looks at the maths behind this particularly troublesome series. How strange things happen when we start to manipulate divergent series. Investigate what makes a number happy or sad, or sociable! Can you find the loop of infinite sadness? Choose your own pattern investigation for the exploration.
In some geometries triangles add up to more than degrees, in others less than degrees. These are origami style shapes that through folding can reveal extra faces. Soap bubbles assume the minimum possible surface area to contain a given volume. How we can use maths to imagine higher dimensions. An investigation into the patterns formed from stacking canon balls in different ways.
Explore the world of infinitely generated pictures and fractional dimensions. This is a puzzle from ancient times — which was to find out whether a square could be created that had the same area as a given circle. It is now used as a saying to represent something impossible. These are shapes made from squares. The challenge is to see how many different shapes can be made with a given number of squares — and how can they fit together? Investigate how many different ways different size shapes can be fitted together.
How we can use mathematics to imagine and test for extra dimensions. A great introduction to some of the ideas behind non-euclidean geometry. Can we find a function that plots a square? Are there functions which plot any polygons? Use computer graphing to investigate.
How to use graphic software to make art from equations. This is a nice way to link some maths history with studying an interesting function. Maths is closely connected with astronomy — see how we can work out the distance to the stars. Here is a geometric proof. This is a lovely construction using just compasses and a ruler. Investigate the relationship between fractions and music, or investigate whether this series converges.
A torus is a donut shape which introduces some interesting topological ideas. Studying the motion of projectiles like cannon balls is an essential part of the mathematics of war. You can also model everything from Angry Birds to stunt bike jumping. A good use of your calculus skills. A chance to investigate the amazing number e.
Fourier transforms have an essential part to play in modern life — and are one of the keys to understanding the world around us. This mathematical equation has been described as the most important in all of physics. This topic is only suitable for IB HL students. This is a function which is used in Quantum mechanics — it describes a peak of zero width but with area 1. This is an nice example of how you can investigation optimization of the area of different polygons.
How maths can model traffic on the roads. Investigate the surprising correlation between finger ratios and all sorts of abilities and traits. How understanding probability is essential to our legal system. The birthday paradox shows how intuitive ideas on probability can often be wrong. Look at the Bayesian logic behind the argument that we are living in a computer simulation. A chance to look at some statistics with surprising results.
A good example of how to conduct a statistical investigation in mathematics. Unleash your inner spy! What is your best way of surviving the zombie apocalypse?
Surprisingly maths can help! Listen to the sounds that different sine waves make. Use the binomial distribution to test your ESP abilities. Model your data using a normal distribution. IB maths studies coursework — interquartile range? Yahoo for my Ib maths coursework for one section i have to find the interquartile range. A pdf revision book for Studies. This book is an ideal guide for you as you revise the Studies course. What is a good topic for an internal assessment for IB math What are interesting topics for IB math studies IA that are related to statistics?
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Maths Coursework Help Paradigms. Paradigms, as they apply to IB maths coursework, refer to the different schools of thought that have evolved as a response to the different problem-solving methods.
May 10, · IB maths exploration (IA) ideas, IB Maths videos. Home; IB Maths Exploration Topics. HL and SL; Maths IA – Exploration Topics. September 3, in IB Maths, Real life maths, ToK maths Surprisingly maths can help! 23) Modelling music with sine waves – how we can understand different notes by sine waves of different frequencies.
Oct 25, · Home › Forums › Magento › Ib Maths Studies Coursework – This topic contains 0 replies, has 1 voice, and was last updated by backjampmigdiolia 2 weeks, 3 days ago. Viewing 1 post (of 1 total) Author Posts August Readmore. As a student, you may feel that you need IB maths or maths statistic coursework help. This is also common in other complex math coursework like algebra, calculus, and probability. If you are in dire need of help with math coursework, you have a solution at our writing desks.
Internal Assessment is a huge challenge for IB Maths Studies. InThinking Subject Sites - where IB teachers go. This page is intended to help teachers inspire students for project ideas and help point out the key elements of a good topic. Possible Tasks. On this page, to go with the above, there is a list and description of some possible. Mar 05, · How to benefit from a maths coursework help avoiding the troubles that students encounter and how not to go astray as a result of the variety of modern mathematical /5(71).