例句與造句

1. Other mathematical achievements include deriving an accurate approximation of pi, defining and investigating the Syracuse from invasion.
2. Each time I found a fraction that was a closer approximation of pi than the previous result, I printed it out.
3. If a rational number is used as an approximation of pi, then squaring the circle becomes possible, depending on the values chosen.
4. In 1573 he came to Wittenberg, proposing to Johannes Praetorius an approximation of Pi as \ pi \ approx \ tfrac { 355 } { 113 }.
5. The icositetragon appeared in Archimedes'polygon approximation of pi, along with the hexagon ( 6-gon ), dodecagon ( 12-gon ), tetracontaoctagon ( 48-gon ), and enneacontahexagon ( 96-gon ).
6. It's difficult to find approximations of pi in a sentence. 用approximations of pi造句挺難的
7. The tetracontaoctagon appeared in Archimedes'polygon approximation of pi, along with the hexagon ( 6-gon ), dodecagon ( 12-gon ), icositetragon ( 24-gon ), and enneacontahexagon ( 96-gon ).
8. The enneacontahexagon appeared in Archimedes'polygon approximation of pi, along with the hexagon ( 6-gon ), dodecagon ( 12-gon ), icositetragon ( 24-gon ), and tetracontaoctagon ( 48-gon ).
9. :: : : Yes, in that whatever rational number you choose, like 22 / 7 as an approximation of pi, you can always find one that's closer, by going to larger and larger numerators and denominators.
10. Zu Chongzhi ( 429-500 AD ) improved the accuracy of the approximation of pi to between 3.1415926 and 3.1415927, with 22 D 7 ( ?~ 噑, Yuel? rough approximation ) being the other notable approximation.
11. :: And I wanted to find good fractional approximations of pi, but wrote a computer program to do it " the hard way ", which, being a computer programmer and not a mathematician, I found to be the easy way.
12. At Numerical approximations of pi I've been trying to de-pov a statement about Pi and the pyramids, as it is simply not the case that mainstream Egyptology today agrees that Pi was used in constructing them ( or rather two of them ).
13. The great mathematician-astronomer Aryabhatta, who undertook several pioneering studies in Mathematics, Astronomy and Science and is credited with giving the world the concept of zero and the approximation of pi in 499 CE itself, is believed to have established a study centre at " Khagaul ", a place near the school.
14. If we restrict ourselves to just powers of 10 as the numerator, we can see this more easily . 3 / 10 is a terrible approximation of pi, 31 / 100 is still bad, 314 / 1000 is a bit better, 3142 / 10k is not bad, 31416 / 100k is fairly good, etc . talk ) 22 : 29, 26 March 2016 ( UTC)