pi can make real numbers :)
\(e^{i\pi} = -1\)
where i = sqrt(-1)
\(\sin{(\text{an angle})}=\dfrac{\text{opposite of the angle}}{\text{hypotenuse}}\)
\(\begin{array}{rlll}&&5&2\\\times&&3&8\\-&-&-&-\\1&5&6&0\\&4&1&6\\-&-&-&-&\\1&9&7&6\\=&=&=&=\end{array}\)
\((-5+q)(-4p)-(-3q)(-3p-2)\\ =(20p-4pq)-(9pq+6q)\\ =20p-6q-13pq\)
Edited: Did something wrong. sry.
\(\text{LHS}\\ =(\sec x - 1)(\sec x + 1)(\cot x) \\ =(\sec^2 x - 1)(\cot x)\\ =(\tan^2 x)(\cot x)\\ =\tan x\\ =\text{RHS}\)
LOL
471 + 555 + 555
= 471 + (444 + 111) + (666 - 111)
= 471 + 444 + 666 + (111 - 111)
= 471 + 444 + 666
=1581
It's just the same HAHA
\(4m-4=4m\\ m-1=m\\ 0=1\text{<-- W*F}\)
So no solution.
https://www.desmos.com/calculator/idwv6k1gp9 I modified one of them and get this, which is also very awesome.
Can you guess from which graph I derived this?
He/she doesn't mean that, TheXSquaredFactor.
\(0 = 80q-0.05q^2\\ 0.05q^2-80q = 0\\ q^2 - 1600q=0\\ q(q-1600)=0\\ \text{Set each factor to 0}\\ q= 0\text{ or }q = 1600\)
\(\dfrac{1+x}{1+y}=2.307\\ 1 + x = 2.307+2.307y\\ 2.307y = x-1.307\\ y = \dfrac{x-1.307}{2.307}\)
Any (x, y) which satisfies this equation works. No particular x : y relation.
