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April 25, 2024, 07:16:20 pm

Author Topic: Surface Area of y=x^3 + 4x  (Read 5358 times)  Share 

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Glockmeister

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Re: Surface Area of y=x^3 + 4x
« Reply #15 on: September 26, 2008, 02:51:13 pm »
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Methods kids wouldn't have done this either.
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bturville

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Re: Surface Area of y=x^3 + 4x
« Reply #16 on: September 26, 2008, 03:02:18 pm »
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its uni math.

Mao

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Re: Surface Area of y=x^3 + 4x
« Reply #17 on: September 26, 2008, 03:07:14 pm »
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I'm not even sure if it is within the scope of first year...

surface area of solids of rev involves line integrals... which we barely covered in MUEP =\

watch, he'll pull out a double integral next.
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cara.mel

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Re: Surface Area of y=x^3 + 4x
« Reply #18 on: September 26, 2008, 03:08:39 pm »
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whats a line integral? :P

RD

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Re: Surface Area of y=x^3 + 4x
« Reply #19 on: September 26, 2008, 03:09:49 pm »
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I wonder if Ahmad can solve it.. hell, I know he can!

humph

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Re: Surface Area of y=x^3 + 4x
« Reply #20 on: September 26, 2008, 04:10:25 pm »
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I'm not even sure if it is within the scope of first year...

surface area of solids of rev involves line integrals... which we barely covered in MUEP =\

watch, he'll pull out a double integral next.
? It was in the UMEP syllabus back in '06, don't know if it still is since they changed it... Mind you, we did them a different way not involving line integrals.
Actually, I can't remember exactly how we did do them...

And line integrals are ridiculously easy (and look kinda cool, especially surface integrals = circle around a double integral).
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Re: Surface Area of y=x^3 + 4x
« Reply #21 on: September 26, 2008, 05:00:10 pm »
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Hahaha this kid is effin hilarious. You'd think he'd make it abit more believable than asking a uni style maths question when he's in grade 4.

Keep them coming kid!
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