# my favorite math problem

## my favorite math problem

my most favorite math problem of all time are inverse 3x3 matrices

_________________

gib money

**jewmoko**- Posts : 759

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## Re: my favorite math problem

Like [A]^-1 × [B] = [X]?

**xx_gladhander-freedom**- Posts : 406

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## Re: my favorite math problem

find the surface area of my balls if each testicle has a diameter of 34 in. dont use a calculator

**FladeMcGay**- Posts : 86

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## Re: my favorite math problem

round to the nearest tenth if ncessary

**FladeMcGay**- Posts : 86

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## Re: my favorite math problem

this is impossible because of a few reasonsFladeMcGay wrote:find the surface area of my balls if each testicle has a diameter of 34 in. dont use a calculator

- your nasty cancer-ridden testicles have an irregular shape that can only be approximated to an arbitrary degree
- a diameter of 34 inches is not enough information to solve the problem unless you have perfectly spherical balls
- the folds of skin that surround the testicles increases the surface area by a great but indeterminate amount that can only be found by cutting your balls off and unwrapping the folds

**xx_gladhander-freedom**- Posts : 406

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## Re: my favorite math problem

assuming your balls are both spherical the following answer is obtained: 2048*pi in^2 which is approximately 6434 inches squared of ballsack

**xx_gladhander-freedom**- Posts : 406

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## Re: my favorite math problem

xx_gladhander-viagra wrote:Like [A]^-1 × [B] = [X]?

yes, where B is I(3)

see this

**jewmoko**- Posts : 759

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## Re: my favorite math problem

you have to play around with adding and subtracting the rows until matrice [A] has the same inputs as [B]

you would need a zero in row 1 and column 2, and a 0 on row 3, column 3

now that i looked at the matrice i made, there should be a 1 instead of 0 on row 3, column 3, my bad

if that were the case, then this would be an issue of solving a system of equations that has 3 variables

you would need a zero in row 1 and column 2, and a 0 on row 3, column 3

now that i looked at the matrice i made, there should be a 1 instead of 0 on row 3, column 3, my bad

if that were the case, then this would be an issue of solving a system of equations that has 3 variables

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gib money

**jewmoko**- Posts : 759

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## Re: my favorite math problem

my class did lots of em in pre calc

**xx_gladhander-freedom**- Posts : 406

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## Re: my favorite math problem

notice the similarities between tomoko and amsk8r's handwritingjewmoko wrote:xx_gladhander-viagra wrote:Like [A]^-1 × [B] = [X]?

yes, where B is I(3)

see this

**xx_gladhander-freedom**- Posts : 406

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## Re: my favorite math problem

like no shit youre not even trying ams it looks the same

**xx_gladhander-freedom**- Posts : 406

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## Re: my favorite math problem

xx_gladhander-viagra wrote:my class did lots of em in pre calc

in matrix/linear algebra, you would have to do 3-dimensional matrices

matrices are not hard at all once you do a few of them

**jewmoko**- Posts : 759

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## Re: my favorite math problem

1. dont make fun of mexx_gladhander-viagra wrote:this is impossible because of a few reasonsFladeMcGay wrote:find the surface area of my balls if each testicle has a diameter of 34 in. dont use a calculator

- your nasty cancer-ridden testicles have an irregular shape that can only be approximated to an arbitrary degree
- a diameter of 34 inches is not enough information to solve the problem unless you have perfectly spherical balls
- the folds of skin that surround the testicles increases the surface area by a great but indeterminate amount that can only be found by cutting your balls off and unwrapping the folds

2. the formula for area of a circle is pi * r^2

3. not counting those

**FladeMcGay**- Posts : 86

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## Re: my favorite math problem

a real testicle is not perfectly spherical and therefore the surface area is only roughly approximated with 4*pi*r^2

**xx_gladhander-freedom**- Posts : 406

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## Re: my favorite math problem

OK THEN DO THAT THENxx_gladhander-viagra wrote:a real testicle is not perfectly spherical and therefore the surface area is only roughly approximated with 4*pi*r^2

**FladeMcGay**- Posts : 86

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## Re: my favorite math problem

WHY DO I JHAVE TO ENTER A CAPTCHA EVERYTIME I POST

**FladeMcGay**- Posts : 86

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## Re: my favorite math problem

i already did faggotxx_gladhander-viagra wrote:assuming your balls are both spherical the following answer is obtained: 2048*pi in^2 which is approximately 6434 inches squared of ballsack

**xx_gladhander-freedom**- Posts : 406

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## Re: my favorite math problem

wrongxx_gladhander-viagra wrote:i already did faggotxx_gladhander-viagra wrote:assuming your balls are both spherical the following answer is obtained: 2048*pi in^2 which is approximately 6434 inches squared of ballsack

**FladeMcGay**- Posts : 86

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## Re: my favorite math problem

um, no it's not

**xx_gladhander-freedom**- Posts : 406

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## Re: my favorite math problem

well ams is gonna cover his tracks aint he?

**xx_gladhander-freedom**- Posts : 406

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## Re: my favorite math problem

never forget the time he told us how he had four months of math homework that he didnt do and never did it

**xx_gladhander-freedom**- Posts : 406

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## Re: my favorite math problem

;)jewmoko wrote:those are pretty large balls

**FladeMcGay**- Posts : 86

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## Re: my favorite math problem

Flade I'll give you a problem when you get home since you are otx's resident math expert

**xx_gladhander-freedom**- Posts : 406

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