the first task (an open cylinder) is well known
the closed cylinder was suggested to me by Martin Wilson in Harrogate (thanks)
NRich have produced a version (nrich2664)
it is a calculator task
median
don steward
mathematics teaching 10 ~ 16
don steward
mathematics teaching 10 ~ 16
Showing posts with label cylinder. Show all posts
Showing posts with label cylinder. Show all posts
Sunday, 20 November 2016
Friday, 19 December 2014
Thursday, 25 July 2013
cone, sphere, cylinder
these solids have the same value for the radius and a common 'height'
what is the ratio of volumes of
cone : sphere : cylinder
in its simplest form?
establish that the volume of the sphere plus the cone make the volume of the cylinder
popcorn suitably flattened on top
this is explained in 'Cut the Knot' and illustrated here
there's an illustration (with the above diagram) with an explanation of Archimedes' method on a blog by Zachary Abel
there's a youtube video here
cone + hemisphere = cylinder
Tuesday, 23 July 2013
four volumes
put these solids in order of their volumes
all lengths are given in mm.
the cylindrical holes go all the way through...
all lengths are given in mm.
the cylindrical holes go all the way through...
Wednesday, 23 January 2013
Sunday, 29 March 2009
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