Thoughts?

Thoughts?

You should be using absolute values for the equation. That just isn't usually specified because it only matters if you're using imaginary unit lengths for the sides

so this is the power of complex numbers...

It should be [math]a ^ \dagger a + b ^ \dagger b = c ^ \dagger c[/math]

this image is false

clearly the length is real, not imaginary

Of course, the square root of -1 isn't real in our number system, so we just use i as a substitute for a real number.

So, in theory, this image is true.

i=1
o=√2

wrong

i = √-1
i^2 = -1
1 + -1 = 0

Explain.

the length of i is 1.

You are literally retarded.

i is assumed used as a variable, not an imaginary number, in the example triangle
Of sides 1, 0(zero), i. in this example, the triangle depiction is actually an illusion, and the result is a line with length 1 having the same distance as a line with length i, so i=1

If the triangle sides were instead 1, o(variable), i ; the solution is not 1.

But that is literally what the retarded picture says

0 and O, my nigger.

i2 = 12 + 02
-1 = 1

FALSE!!

...

Deplorable...

how do you have a length of zero?

you're not using a proper metric. if you want to use imaginary numbers, you need to come up with a new definition of distance that satisfies the definition of a metric.

good thread

kek

Can we not?