768 reputation
1628
bio website n/a
location Victoria
age 26
visits member for 1 year, 10 months
seen Nov 22 at 4:57

Don't know much of anything bout nothing.

i up-vote pretty much everything i feel contributes to the site.


Nov
6
asked Intro to analysis book?
Nov
2
awarded  Notable Question
Oct
22
awarded  Notable Question
Aug
10
comment Book recommendations for self-study at the level of 3rd-4th year undergraduate
The link to it above this one Intro to real analysis by William F trench. There are some old copies in print but the latest revision is free in that link from the prof. Thats the text i used in my third year analysis course, if you have a good handle on calculus this text is quite good. if you haven't done any 3rd year calc i would recommend something at a lower level then this text however.
Aug
10
comment Book recommendations for self-study at the level of 3rd-4th year undergraduate
biblioteca.matem.unam.mx/…
Jul
2
awarded  Curious
May
29
asked Some basic Topological proof help please.
Mar
5
awarded  Popular Question
Jan
31
awarded  Yearling
Dec
21
awarded  Popular Question
Dec
13
awarded  Popular Question
Dec
12
awarded  Notable Question
Oct
3
awarded  Popular Question
Jul
20
accepted Liapunov functions
Jul
20
asked Liapunov functions
Jun
19
accepted Determining planarity??
May
31
asked Determining planarity??
May
27
comment Still having trouble following a surface area function?
@MarioCarneiro you just made some things make alot of sense in my textbook! ( not sure if its related to this question though, =0 )
May
27
comment Still having trouble following a surface area function?
@Mario Carneiro this is the original wording ----> math.stackexchange.com/questions/396816/…
May
27
comment Still having trouble following a surface area function?
Sorry to post again, so you mean write $\int_0^{ \tan b} \arctan \theta = b (\tan b)- 0 - \int_0^b \tan \theta$ and then compute the integral of $\tan \theta$ over those bounds n leave it like that?