Author Topic: simple geometry with maxwell  (Read 5412 times)

is this integration

I haven't touched upon any calculus yet
That is a matrix, it is linear algebra
Integration is much easier

That is a matrix, it is linear algebra
Integration is much easier
oh neat, I've done a bit of linear algebra in the form of vectors, I struggle on that with some things though

btw if you're curious what level of maths I study at it's all this stuff:
http://www.sqa.org.uk/pastpapers/papers/papers/2015/N5_Mathematics_all_2015.pdf

can't name all the topics right now, but calc is not one of them

eugh linear algebra was the worst. right up there with Calc II

Geometry is lame and algebra and trigonometry are king.

Geometry is lame and algebra and trigonometry are king.
hey there was some trig in this topic

Geometry is lame and algebra and trigonometry are king.
if only I got geometry instead of trigonometry so I can finally call myself the Trig Nig

dont feel bad maxwell we can suck at triangles together


Geometry is lame and algebra and trigonometry are king.


but

trigonometry is geometry, but just focusing specificaly on triangles?

or am i not correct?

find the derivative of f(x) = 1/x at x=0
does not exist m80

Not geometry mode:

isn't this eigenvectors/eigenvalues? I'll solve this tomorrow because I'm too lazy to do it today lol, I actually know how

I have a problem for you guys: Two cars, both at constant velocities, approach each other from opposite sides of a tarmac. When they pass, they are 800m from the north side of the tarmac. They reach their respective opposite sides, instantly reverse direction, and pass each other again, this time 300m from the south side of the tarmac.

How long is the north-south length of the tarmac?
« Last Edit: March 29, 2016, 11:59:53 PM by Ipquarx »

Geometry was one of the easiest subjects I had lol. Algebra 2 tho...


If maxwell can't do math, neither can I.


I prefer ratios cause its ez

this thread is comedy gold holy stuff