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PaulySentry — A Math Problem
Published: 2015-03-22 21:46:21 +0000 UTC; Views: 2001; Favourites: 32; Downloads: 6
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Description
This was based on a Vine that I found on the internet the other day, it really made me laugh that I said to myself "This needs to get ponified"! That's what I did. :3MLP;FiM (c) Hasbro
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Comments: 56
Why did you use two variables?
1122x²+4257yx+2x-4y
-----------------------------
x² +393xy + 390y²
Is as far as I can go here, fore more there is only plotting in math programs as far as my abilities go.
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Lol, that was hilarious. but in the second that question still stands true. Truth be told that type of math is more for technical work and scientific work but still is funny.
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hahaha no really why should we know that ....?? Such computing tasks take more than the scientists
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The furthest I could get was 2x(561x+1)+y(4257-4)
___________________
(390y^2)+3xy+x
Is that good enough, Twilight?
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Wow! Did you resolve it? That's amazing!
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no, he needs to find the value of x and y.
i don't think that's how you do it either.
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I suck at algebra. So, I technically don't know what did he do.
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I couldn't find a way to simplify it any further, you are literally going to have to plot it on a graph from there. I don't have the time for that.
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Hehe, have you watched it? It's pretty good. Thanks!
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I have seen a version of it, I don't know if it's the original.
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Y apenas estoy viendo el método de factorización. :v
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Yo estoy viendo Trigonometría.
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Eso ya lo vi el año pasado, no está tan difícil si pones atención. :v
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Sí, no está nada difícil. Es fácil.
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Seh, es muy fácil. :v
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I say that all the time
for new problems, then I see why ^^'
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XD Yeah, you'll never know when something like this could happen.
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I don't suck at math, I just don't like it.
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Eeyup! Too bad you flunked that math course!
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Eh, it's okay. I did too.
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Solve for x:
x(x - 2 + m²x + 2mb + 2mk) = r² - b² - h² + 2bk
Have fun.
(PROTIP: don't try, moron)
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but... but there are 3 X's DX
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x(x - 2 + m²x + 2mb + 2mk) = r² - b² - h² + 2bk
rewrite as quadratic
x(x + m²x + 2mb + 2mk) - 2x = r² - b² - h² + 2bk
x²(1 + m²) + x(2mb + 2mk - 2) = r² - b² - h² + 2bk
complete the square
x² + x(2mb + 2mk - 2)/(1 + m²) = (r² - b² - h² + 2bk) / (1 + m²)
x² + x(2mb + 2mk - 2)/(1 + m²) + (2mb + 2mk - 2)²/(2 + 2m²)² = (r² - b² - h² + 2bk) / (1 + m²) + (2mb + 2mk - 2)²/(2 + 2m²)²
(x + (2mb + 2mk - 2)/(2 + 2m²))² = (r² - b² - h² + 2bk) / (1 + m²) + (2mb + 2mk - 2)²/(2 + 2m²)²
isolate
x + (2mb + 2mk - 2)/(2 + 2m²) = ± √(r² - b² - h² + 2bk) / (1 + m²) + (2mb + 2mk - 2)²/(2 + 2m²)²
x = - (2mb + 2mk - 2)/(2 + 2m²) ± √((r² - b² - h² + 2bk) / (1 + m²) + (2mb + 2mk - 2)²/(2 + 2m²)²)
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well, nice to see another nice comic. ^^
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Thanks. Glad you like it. C:
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may I ask you something?
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