PI day never ends.
you figure it for each circle.
but use X D then start at Pi R squared again and do X D again.
this gives you a volumetric measurement for each section.
if one circle is inside the other you have to subtract the difference.
or you have to do the math for a cone volume if they are continuously stacked to a point.
What if the cones are continuously stacked but instead of a point, there is a slope? Should I be concerned with the slope intercept? I could quote some Shakespeare in response to the question, but I would hate to incorporate Literature into a day specifically dedicated to the science of mathematical expression.
BP | Bronze Point | IMR | Improved Military Rifle | PTD | Pointed |
BR | Bench Rest | M | Magnum | RN | Round Nose |
BT | Boat Tail | PL | Power-Lokt | SP | Soft Point |
C | Compressed Charge | PR | Primer | SPCL | Soft Point "Core-Lokt" |
HP | Hollow Point | PSPCL | Pointed Soft Point "Core Lokt" | C.O.L. | Cartridge Overall Length |
PSP | Pointed Soft Point | Spz | Spitzer Point | SBT | Spitzer Boat Tail |
LRN | Lead Round Nose | LWC | Lead Wad Cutter | LSWC | Lead Semi Wad Cutter |
GC | Gas Check |