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Tangent Arc - Revising and exploring my weak maths in public

Revising and exploring my weak maths in public

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Tangent Arc - Revising and exploring my weak maths in public | tangentarc.net Reviews
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Revising and exploring my weak maths in public
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1 trigonometry
2 golden section
3 vectors
4 colophon
5 by caspar fairhall
6 filed under trigonometry
7 recent posts
8 categories
9 caspar fairhall mmxv
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Tangent Arc - Revising and exploring my weak maths in public | tangentarc.net Reviews

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Revising and exploring my weak maths in public

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1

The wonder of triangles, or how I learned to love trigonometry - Tangent Arc

http://tangentarc.net/trigonometry/triangles-are-freaky-6

The wonder of triangles, or how I learned to love trigonometry. 10 March, 2012. Triangles have extraordinary properties. By extraordinary I don’t mean anything mystical like pyramid power. Or the Bermuda Triangle. Rather, I mean something far more interesting. If less exciting to the superficial observer. A right-angled triangle between the points A, B and C. Respectively. (It’s also common practice to use the Greek alphabet for naming angles, but I’ll avoid that wherever possible.) In a right-an...Abbre...

2

golden section Archives - Tangent Arc

http://tangentarc.net/category/golden-section

The golden section, pentagons and phun with phi. 7 October, 2013. Filed Under: golden section. More on vectors: adding, subtracting and multiplying. More fun with triangles. Getting started with vectors. The golden section, pentagons and phun with phi. The wonder of triangles, or how I learned to love trigonometry.

3

vectors Archives - Tangent Arc

http://tangentarc.net/category/vectors

More on vectors: adding, subtracting and multiplying. 16 May, 2016. This is my second post on vectors. If you don’t know what vectors are, go and read the first: Getting started with vectors. Last time we looked at what vectors are and found that a vector has a magnitude and a direction. What’s more, the direction is represented not by an angle, but by component […]. Getting started with vectors. 4 March, 2015. It turns out there is a way, called vectors. More fun with triangles.

4

Getting started with vectors - Tangent Arc

http://tangentarc.net/trigonometry/getting-started-with-vectors-10

Getting started with vectors. 4 March, 2015. In geometry we can easily represent shapes. If you’re representing a circle, draw a circle. But what if you want to graphically (and numerically) represent something more dynamic, such as the force and direction of the wind, or your path swimming across a wide and fast-flowing river? Vectors allow you to do just that. As we’ll see in subsequent posts, they’re invaluable for a wide variety of applications, including computer graphics. Angle{CAB} = arctan( frac ...

5

trigonometry Archives - Tangent Arc

http://tangentarc.net/category/trigonometry

More fun with triangles. 16 May, 2016. We’ve seen how you can use trigonometry to find the length of the side of a triangle given an angle and the length of one other side. It’s pretty cool, but it only works with right-angled triangles. Two questions remain: How do you work out an angle given the lengths of other sides? How do […]. Getting started with vectors. 4 March, 2015. It turns out there is a way, called vectors. The wonder of triangles, or how I learned to love trigonometry. 10 March, 2012.

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Geometry, art and the mathematical sublime |

http://casparfairhall.com/journal/geometry-art-mathematical-sublime-160

Geometry, art and the mathematical sublime. Saturday, 12 December, 2009. 2012, automotive enamel on marine ply. Many people view mathematics as a dry, abstract and rather scary subject. Because of this unfortunate reputation I’ve hitherto been fairly reluctant to discuss the relationship between mathematics and my work. I should point out that I’m a very mediocre mathematician and I find that I have to work hard at it, and I’ve started my mathematics blog ( tangentarc.net. As a way of focusing my efforts...

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Tangent Arc - Revising and exploring my weak maths in public

Getting started with vectors. 4 March, 2015. In geometry we can easily represent shapes. If you’re representing a circle, draw a circle. But what if you want to represent something more dynamic, such as the force and direction of the wind or your path swimming across a wide and fast-flowing river? It turns out there is a way, called vectors. The golden section, pentagons and phun with phi. 7 October, 2013. Filed Under: golden section. The wonder of triangles, or how I learned to love trigonometry.

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