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-   -   Calculating the volume of a toblerone shaped structure? (https://www.scoobynet.com/non-scooby-related-4/854856-calculating-the-volume-of-a-toblerone-shaped-structure.html)

Dingdongler 10 October 2010 06:53 PM

Calculating the volume of a toblerone shaped structure?
 
It's been a long time since I did geometry. I need to calculate the volume of a cylinder that is triangular in structure ie like a Toblerone.

Is it height x base x length divided by two?:wonder:

Thanks:)

pacenote 10 October 2010 06:57 PM

1/2 base x height x length :thumb:

Curtis450 10 October 2010 06:58 PM


Originally Posted by Dingdongler (Post 9646639)
It's been a long time since I did geometry. I need to calculate the volume of a cylinder that is triangular in structure ie like a Toblerone.

Is it height x base x length divided by two?:wonder:

Thanks:)

A cylinder is circle base tthough.... :Suspiciou

tony de wonderful 10 October 2010 07:01 PM

Put it in water and record the displacement.

Jaybird-UK 10 October 2010 07:07 PM


Originally Posted by tony de wonderful (Post 9646672)
Put it in water and record the displacement.

+1 for the Toblerone at least, the apex is curved and the additional segment gaps would render the standard method of calculation useless.

David Lock 10 October 2010 07:18 PM

If above fails see if you can look up its density if it is a common material and weigh it?

dl

Dingdongler 10 October 2010 07:23 PM

Sorry, it's not a cylinder then. Jaybird, it's not actually a bar of Toblerone mate with segments etc:lol1:

Actually it's a roof structure that is triangular in shape.

I think pacenote is correct:thumb:

john banks 10 October 2010 07:24 PM

Melt the Toblerone, and as per the tag line of a user on here or some other forum, coat yourself in it and feed yourself to the lesbians. It might not give you the answer, but it could be a lot of fun.

Dingdongler 10 October 2010 07:26 PM


Originally Posted by john banks (Post 9646721)
Melt the Toblerone, and as per the tag line of a user on here or some other forum, coat yourself in it and feed yourself to the lesbians. It might not give you the answer, but it could be a lot of fun.

Spent the whole weekend feeding myself to lesbians, bored of that now...:lol1:

alcazar 10 October 2010 07:45 PM

The volume of any regular shape is given by:

Cross sectional area x length.

In this case, the cross sectional area, it being a triangle, would be

1/2 x base x height

tony de wonderful 10 October 2010 08:18 PM


Originally Posted by alcazar (Post 9646778)

In this case, the cross sectional area, it being a triangle, would be

1/2 x base x height

Only if it's equilateral.

pacenote 10 October 2010 10:46 PM


Originally Posted by tony de wonderful (Post 9646893)
Only if it's equilateral.

doesn't matter if it's equilateral or not

area = 1/2 base x perpendicular height

alcazar 11 October 2010 08:57 AM


Originally Posted by pacenote (Post 9647333)
doesn't matter if it's equilateral or not

area = 1/2 base x perpendicular height

Quite:rolleyes:

What's equilateral got to do with it tony?

hutton_d 11 October 2010 09:32 AM

See here for a maffs lesson .... http://www.cimt.plymouth.ac.uk/proje...i9/bk7_9i5.htm

Sorry, no lesbian s3x involved!

Dave

Leslie 11 October 2010 10:14 AM

Cross sectional area multiplied by length I imagine.

Les

f1_fan 11 October 2010 10:26 AM


Originally Posted by alcazar (Post 9646778)
The volume of any regular shape is given by:

Cross sectional area x length.

In this case, the cross sectional area, it being a triangle, would be

1/2 x base x height

+1 and no it doesn't matter whether the triangle is equilateral or not.

Trout 11 October 2010 10:34 AM


Originally Posted by tony de wonderful (Post 9646893)
Only if it's equilateral.

Incorrect - go to the bottom of the class!

SwissTony 11 October 2010 11:04 AM

All I know is that due to constant Father Day presents, I have quite a few on the top shelf in the kitchen going white :cry:

Leslie 11 October 2010 12:28 PM


Originally Posted by Trout (Post 9647754)
Incorrect - go to the bottom of the class!

I doubt that he can now!

Les :D

Dingdongler 11 October 2010 04:19 PM


Originally Posted by Trout (Post 9647754)
Incorrect - go to the bottom of the class!

He was already there:lol1:


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