Yiming | yimtegral
Region: GB
Monday 10 August 2026 20:25:29 GMT
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Joggles :
what if the differential is d(xf(x)) and so the integral is of 1 with respect to xf(x) so it evaluates to xf(x) + C
2026-08-11 00:52:20
123
🪲(𝑥):=Σ :
weird physicist 😭
2026-08-10 20:29:32
305
Anthony :
(x+C)f(x)?
2026-08-11 10:13:40
5
Chachi :
do you like when people ate confused by calculus?
2026-08-11 02:37:58
24
Gabbe 🇸🇪 :
Integrate nothing with respect to x times the function of x? That's just C, no?
2026-08-11 12:36:31
3
Paulo Straddo :
Just drop the dx, it's the optimal way ☕️
2026-08-13 08:18:50
2
Агент Габена "Пиво" :
Sdxf(x)=F(x), if F`(x)=f(x)?
2026-08-12 03:38:08
3
Cole :
I’ll mix it up for that extra flair
2026-08-12 20:26:01
5
BeeCeeYem :
What kind of maniac…
2026-09-06 20:10:30
1
Wilhelmius :
ig its a Common Notation in physic
2026-08-10 20:29:09
6
bolo.hobi :
nah i'd rather use C + antiderivative instead rather than antiderivative + C 😭
2026-08-11 05:14:21
11
lev.netto :
=f(x)(x+C)
2026-08-11 12:34:00
6
Shahmeer :
W sound
2026-08-10 20:35:41
4
jesu69 :
no
2026-08-10 21:55:44
2
ғᴏᴏᴛʙᴀʟʟ ɪs ʟɪғᴇ⚽🐐 :
U are a physicist!! Coolll❤️
2026-08-11 16:31:59
0
mer :
just scribble
2026-09-07 21:50:47
0
w74knight :
Doesn't work with iterated integrals
2026-08-12 10:25:04
0
Hi :
People that are confused or trying to compute this in some odd way don’t understand what integration is
2026-08-30 00:43:59
0
WladislaW :
= x*f(x) + C
2026-08-15 14:24:44
0
halfprize :
Always.
2026-08-11 19:12:45
0
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