mada = mada
2mada+2mada=4mada
2mada + 2mada = 4mada - 9/2mada + 9/2mada
= √((4mada - 9/2mada)²) + 9/2mada
= √(16mada² - 2∙4mada∙(9/2mada) + (9/2mada)²) + 9/2mada
= √(16mada² - 36mada² + (9/2mada)²) + 9/2mada
= √(-20mada² + (9/2mada)²) + 9/2mada
= √(25mada² - 45mada² + (9/2mada)²) + 9/2mada
= √((5mada - 9/2mada)²) + 9/2mada
= 5mada - 9/2mada + 9/2mada
= 5mada.
So 5mada = 4mada
5mada-4mada =0
mada = 0
Hence mada is zero and doesn't exist .
cloudberry [#3]When I make these jokes, I get downvoted and called an NPC :(
i upvote you king don't worry
cloudberry [#3]When I make these jokes, I get downvoted and called an NPC :(
you should check discord before i get in between your buttcheeks
This whole thing falls apart because of a stupid mistake with the square root and signs. When you get to (4x - (9/2)x)^2, you’re assuming you can just take the square root and keep everything real. But squaring hides any negatives, so if the stuff inside goes negative, you’d end up with imaginary numbers, not real ones.
When you expand (4x - (9/2)x)^2, it actually gives you a negative under the square root — not allowed if you’re sticking to real numbers. So, saying it all magically equals 5x is, simply stupid.
While i do understand this is a joke I have to say, its a bad one
K4ziuHa [#8]This whole thing falls apart because of a stupid mistake with the square root and signs. When you get to (4x - (9/2)x)^2, you’re assuming you can just take the square root and keep everything real. But squaring hides any negatives, so if the stuff inside goes negative, you’d end up with imaginary numbers, not real ones.
When you expand (4x - (9/2)x)^2, it actually gives you a negative under the square root — not allowed if you’re sticking to real numbers. So, saying it all magically equals 5x is, simply stupid.
While i do understand this is a joke I have to say, its a bad one
nerd
K4ziuHa [#8]This whole thing falls apart because of a stupid mistake with the square root and signs. When you get to (4x - (9/2)x)^2, you’re assuming you can just take the square root and keep everything real. But squaring hides any negatives, so if the stuff inside goes negative, you’d end up with imaginary numbers, not real ones.
When you expand (4x - (9/2)x)^2, it actually gives you a negative under the square root — not allowed if you’re sticking to real numbers. So, saying it all magically equals 5x is, simply stupid.
While i do understand this is a joke I have to say, its a bad one
Nerd
K4ziuHa [#8]This whole thing falls apart because of a stupid mistake with the square root and signs. When you get to (4x - (9/2)x)^2, you’re assuming you can just take the square root and keep everything real. But squaring hides any negatives, so if the stuff inside goes negative, you’d end up with imaginary numbers, not real ones.
When you expand (4x - (9/2)x)^2, it actually gives you a negative under the square root — not allowed if you’re sticking to real numbers. So, saying it all magically equals 5x is, simply stupid.
While i do understand this is a joke I have to say, its a bad one
nerd
n1cf [#5]you should check discord before i get in between your buttcheeks
uhhh i wanna say something very bad
Discord