Apprentice's profile - activity

overview network karma followed questions activity

2024-02-21 11:24:44 +0100	received badge	● Popular Question (source)
2022-12-29 18:48:36 +0100	received badge	● Popular Question (source)
2021-07-31 19:24:23 +0100	received badge	● Nice Question (source)
2021-07-29 21:01:34 +0100	marked best answer	Calculation with arbitrary precision I know I can ask Sage to display the digits of Pi with arbitrary precision with `n(pi, digits= 202)` for example. Is it possible to ask it to perform an operation -- like a numerical integral -- to an arbitrary precision? That is, by specifying the number of significative digits. I tried: `n(numerical_integral(exp(-1/x)/x, 0, 1 ),digits=200)` but that obviously produce the wrong answer. I also know I can do: `integrate(e * exp(-1/x)/x,x, 0, 1 ).n(300)` but that integral seems to be computed symbolically.
2021-07-29 21:01:34 +0100	received badge	● Scholar (source)
2021-07-29 21:01:31 +0100	received badge	● Supporter (source)
2021-07-29 14:10:19 +0100	received badge	● Student (source)
2021-07-29 05:06:43 +0100	asked a question	Tree representing an expression Tree representing an expression Is there a way to see the tree representing an expression in Sage? Just like Mathematica
2021-07-29 02:47:11 +0100	received badge	● Editor (source)
2021-07-29 02:47:11 +0100	edited question	Calculation with arbitrary precision Calculation with arbitrary precision I know I can ask Sage to display the digits of Pi with arbitrary precision with n(p
2021-07-29 02:47:01 +0100	asked a question	Calculation with arbitrary precision Calculation with arbitrary precision I know I can ask Sage to display the digits of Pi with arbitrary precision with n(p