User:JaviPrieto/sandbox

Here is the page about /Magnetism

Here is the page about /Limits

Here is the page about /Derivatives

Here is the page about /Integrals

Those are some tests I was doing

$\mathbf {v} =\mathbf {v_{0}} +\mathbf {a} t$

$\mathbf {s} =\mathbf {v_{0}} t+{{1} \over {2}}\mathbf {a} t^{2}={{(\mathbf {u} +\mathbf {v} )t} \over {2}}$

where

$\mathbf {s}$ = displacement

$\mathbf {v_{0}}$ = initial velocity

$\mathbf {v}$ = final velocity

$\mathbf {a}$ = uniform acceleration

$t$ = time.

Ley de Ampère

\oint_{(x,y)\in C} x^3\, dx + 4y^2\, dy