#1

Hello pitmonkeys. While I don't have much hope of finding help here I thought I would try anyway. I am doing a math portfolio for my school, and while I need no help with the theory behind it I need help in using a program I have downloaded specifically for this purpose. The program is Wolfram's Mathematica. For my portfolio I have had to produce piecewise graphs and now I must rotate them around the x axis in order to make them appear 3D. However I am having trouble finding out what to type in to get my functions to rotate around the x axis. If any of you can help me I would be very grateful.

#2

I thought that this was gonna be about a Metallica cover band...

#3

Plot3D[] ?

#4

Am I alone in thinking this was going to be a thread about Metallica?

#5

Plot3D[] ?

Yeah, I'm trying it with Plot3D right now, but I was wondering if there was an easier way to just tell it to rotate around the x axis.

#6

Yeah, I'm trying it with Plot3D right now, but I was wondering if there was an easier way to just tell it to rotate around the x axis.

I figure theres some kind of polar coordinate function mapper somewhere

just make it a function of r instead of x

#7

I figure theres some kind of polar coordinate function mapper somewhere

just make it a function of r instead of x

Alright, thanks for your help, I'll just keep searching.

#8

Yeah i thought this was gonna be a joke about math and metallica.

#9

wait, just put your variable in as the distance to the centre

r = sqrt[x^2+y^2]

Plot3D[sin[sqrt[x^2+y^2]], {x,-5,5},{y,-5,5}]

cbf to try it but you get the idea

r = sqrt[x^2+y^2]

Plot3D[sin[sqrt[x^2+y^2]], {x,-5,5},{y,-5,5}]

cbf to try it but you get the idea

#10

wait, just put your variable in as the distance to the centre

r = sqrt[x^2+y^2]

Plot3D[sin[sqrt[x^2+y^2]], {x,-5,5},{y,-5,5}]

cbf to try it but you get the idea

OK, I understand, I'll try that out, thanks.

#11

What a great name for a math metal band.

#12

What a great name for a math metal band.

is http://www.metal-archives.com/band.php?id=13329 close enough?