An increase in diameter of 25 percent represents an increase in cross section of 56 percent.
An increase in diameter of 36 percent represents an increase of cross section of 85 percent...
So .... Doesn't seem impressive till you do the math but it is important that you first have to put that expansion where it can work.
I really don't understand the math. Really! Can you explain it to me? In "dummy" terms? (smile)
Thanks!
Edit: By cross section, do you mean total area of a circle? If so, then I think I understand. Maybe?
Pie are round... it takes a knife to square them! (sheepish chuckle)
Thanks again!
Because the area of a circle is dependant upon the square of the radius a small increase in diameter translates to a large increase in area.
Because any increase in diameter adds to the outer edge of the circle, the area of the circle grows very quickly with each increase.
The area of a circle with radius one is 1*1*3.14 so 3.14 ... The area of a circle with radius two is 2*2*3.14 from this you see the diameter only doubled but the area is four times as large. When you double the diameter of a circle you increase its area by four hundred percent.