All Questions

2025sinxtanx+cotx dx\int \frac { 2025^{\,\sin{x}} } { \tan{x} + \cot{x} }\ dx

full flavour

2025 April 2

sinxsecxtanxcosxcscxcotx dx\int \frac { \sin{x} \sec{x} \tan{x} } { \cos{x} \csc{x} \cot{x} }\ dx

unstable concoction

2025 April 1

ex1ex+1 dx\int \frac { e^x - 1 } { e^x + 1 }\ dx

food for thought

2025 April 1

1lnxtan1(x1+ex) dy\int \frac{1}{\ln{x}} \tan^{-1} \left( \frac{x}{1 + e^x} \right)\ dy

never gonna

2025 April 1

cos1x1x dx\int \frac { \cos^{-1}{\sqrt{x}} } { \sqrt{1 - x} }\ dx

priorities

2025 March 31

(x)x(ln(x)+1) dx\int (-x)^{x} (\ln(-x)+1)\ dx

envy

2025 March 28

sin(tan1x)2 dx\int \sin \left( \tan^{-1}{x} \right)^2\ dx

curse me

2025 March 27

1(ex+1)ln(ex+1) dx\int \frac{1}{\left(e^{x}+1\right)\ln\left(e^{-x}+1\right)}\ dx

futures

2025 March 27

xlog10(x) dx\int x \log_{10}(x)\ dx

fissure

2025 March 27

ln(xx2)ln(1x) dx\int \ln \left( x-x^2 \right) - \ln \left( 1-x \right)\ dx

details

2025 March 27

x dx\int \sqrt{ \sqrt{ \sqrt{x} } }\ dx

pretend like it’s the first time

2025 March 27

1x9099x dx\int \frac { \sqrt{1 - x^{9099}} } { x }\ dx

MISFITS

2025 March 27

x+11x2x1 dx\int \frac { \sqrt{x+1} \sqrt{1-x^2} } { \sqrt{x-1} }\ dx

as is

2025 March 27

e(1/x)x2 dx\int \frac { e^{(1/\sqrt{x})} } { x^2 }\ dx

task manager

2025 March 27

cos1x1x21cos1x dx\int \frac { \cos^{-1}{x} } { \sqrt{1-x^2} \sqrt{1-\cos^{-1}{x}} }\ dx

INVERSION

2025 March 25

(1x)2(x+1)404 dx\int \frac { (1-x)^2 } { (x+1)^{404} }\ dx

sprout

2025 March 25

tanx+x(tan2x+sec2x)cosxxtanx dx\int \frac { \tan{x} + x \left( \tan^2{x} + \sec^2{x} \right) } { \cos{x} - x\tan{x} }\ dx

vanquish

2025 March 25

11sin1(cosx)sin(cos1x) dx\int_{-1}^{1}\frac{\sin^{-1}\left(\cos{x}\right)}{\sin\left(\cos^{-1}{x}\right)}\ dx

cos why not

2025 March 24

11tanx dx\int \frac{1}{1-\tan{x}}\ dx

reminiscence

2025 March 24

01ln(x) dx\int_0^{1} \sqrt{ -\ln(x) }\ dx

superlative

2025 March 24

(x2+2x)(12x3)(x3+1)2 dx\int \frac{\left(x^{2}+2x\right)\left(1-2x^{3}\right)}{\left(x^{3}+1\right)^{2}}\ dx

intensity

2025 March 22

2ex+2cosxex(ex+2sinx)(cos2x2) dx\int \frac { 2e^x + 2\cos{x} } { e^x \left( e^x + 2\sin{x} \right) - \left(\cos^2{x} - 2 \right) }\ dx

STRAIGHT DOWN

2025 March 20

sinx+cosxsinx+ex dx\int \frac { \sin{x} + \cos{x} } { \sin{x} + e^{-x} }\ dx

scent

2025 March 20

1x2sec(11x)tan(x1x) dx\int \frac{1}{x^2} \sec\left( 1 - \frac{1}{x} \right) \tan\left( \frac{x-1}{x} \right)\ dx

leverage

2025 March 20

1ex+1ex+... dx\int \frac{1}{ e^x + \frac{1}{ e^x + ... } }\ dx

relinquish

2025 March 20

2π4π2x21exp(tan1(2πix)2π22πi) dx\int \frac { 2\pi } { 4\pi^2 x^2 - 1 } \exp\left( \frac { \tan^{-1}(2\pi ix) - 2\pi^2 } { 2\pi i } \right)\ dx

dragonometry

2025 March 18

1ln(xy)ln(yz)ln(zx) dx dy dz\int \int \int \frac { 1 } { \ln(x^y) \ln(y^z) \ln(z^x) } \ dx \ dy\ dz

b(r[a{ck}e]t)s

2025 March 17

x4ex2 dx\int_{-\infin}^{\infin} x^4 e^{-x^2}\ dx

akaka

2025 March 17

24x4+64x3+9x2+12x+31+3x2+8x4 dx\int \frac { 24x^4 + 64x^3 + 9x^2 + 12x + 3 } { 1 + 3x^2 + 8x^4 }\ dx

welcome to the arena

2025 March 17

πx2x(2πx1)3 dx\int \frac { \pi x^2 - x } { (2\pi x - 1)^3 }\ dx

partial pain

2025 March 17

csch(x)tanh1(ex) dx\int \text{csch}(x)\tanh^{-1}(e^x)\ dx

perfectus

2025 March 17

sinh(ix)cosh(ix)tanh(ix)sech(ix) dx\int \frac { \sinh(ix) \cosh(ix) } { \tanh(ix) \operatorname{sech}(ix) }\ dx

hypertrauma

2025 March 17

cosxsecxtanxcotxsecx+tanx dx\int \frac { \cos{x} } { \sec{x} - \tan{x} } - \frac { \cot{x} } { \sec{x} + \tan{x} }\ dx

crossnaut

2025 March 17

secxln(secxtanx) dx\int \frac { \sec{x} } { \ln\left( \sec{x} - \tan{x} \right) }\ dx

VRAM

2025 March 13

1x21601x2159 dx\int \frac { 1 } { x^{2160}\sqrt{1 - x^{2159}} }\ dx

heavy is the chain

2025 March 13

x(x+1)exxex dx\int \frac { x (x+1) e^x } { x - e^{-x} }\ dx

heads up, incoming

2025 March 13

1x1000+x dx\int \frac { 1 } { x^{1000} + x }\ dx

spare parts

2025 March 13

01/21x2(x1/2+x+x3/2+x2+...) dx\int_{0}^{1/2}\frac{1-\sqrt{x}}{2}\left(x^{1/2}+x+x^{3/2}+x^{2}+...\right)\ dx

azimuth

2025 March 9

cos(0)sin(x)cos(π)sin(π)cos(x)sin(0) dx\int \frac { \cos(0) - \sin(x) - \cos(\pi) } { \sin(\pi) - \cos(x) - \sin(0) }\ dx

attention is all you need

2025 March 8

cos1x1x2sin1x1x2 dx\int \frac{\cos^{-1}x}{\sqrt{1-x^{2}}}-\frac{\sin^{-1}x}{\sqrt{1-x^{2}}}\ dx

Integrity’s Finest

2025 March 8

(x+x2+1)2x2+1 dx\int \frac { \left( x + \sqrt{x^2 + 1} \right)^2 } { x^2 + 1 }\ dx

foreshadowing

2025 March 8

0πxddx(ex+cosxex+sinx) dx\int_0^{\pi} x \cdot \frac{d}{dx} \left( \frac{e^x+\cos{x}}{e^x+\sin{x}} \right) \ dx

RECONNECTION

2025 March 8

cosx+sinxexcos2x dx\int \frac { \cos{x} + \sin{x} } { e^{-x} \cos^2{x} }\ dx

cirrus

2025 March 8

1x14/17sec(x1/17)2tan(x1/17) dx\int \frac{1}{x^{14/17}}\sec\left(x^{1/17}\right)^{2}\tan\left(x^{1/17}\right)\ dx

like it or not

2025 February 27

1+xxcot(12xlnx) dx\int \frac { 1 + \sqrt{x} } {x} \cot\left( 1 - 2\sqrt{x} - \ln{x} \right)\ dx

closure

2025 February 26

12x3/22x+x1/2[2tan1(2x1)]2 dx\int \frac{1}{ 2x^{3/2} - 2x + x^{1/2} } \left[ 2 \tan^{-1}\left( 2\sqrt{x}-1 \right) \right]^2\ dx

wishes

2025 February 26

(x6+π)(x12+π2)(x24+π4)(x29πx23) dx\int (x^6 + \pi) (x^{12} + \pi^2) (x^{24} + \pi^4) (x^{29} - \pi x^{23})\ dx

end it

2025 February 26

ex(sinx+xsinx+xcosx) dx\int e^x \left( \sin{x} + x \sin{x} + x \cos{x} \right)\ dx

shimmer

2025 February 26

x4+12x3+54x2+108x+84x+3 dx\int \frac { x^4 + 12x^3 + 54x^2 + 108x + 84 } { x+3 }\ dx

runaway

2025 February 15

π+x2x+x dx\int \frac { \sqrt{\pi} + \sqrt{x} } { 2x + \sqrt{x} }\ dx

salient

2025 February 15

x3(1x+tanx)(sec3x) dx\int x^3 \left( \frac{1}{x} + \tan{x} \right) \left( \sec^3{x} \right)\ dx

afterthought

2025 February 14

xtanx+ln(secx) dx\int x\tan{x} + \ln(\sec{x})\ dx

exactly what I mean

2025 February 14

(x5+1)4x(x(x5+1)5+x)5 dx\int \frac { (x^5 + 1)^4 } { x } \left( x \left( x^5 + 1 \right)^5 + x \right)^5\ dx

fiver

2025 February 14

[cosx+xsinxcosx][x5sec(x)62πexp(43πx30lny1+y2 dy)+x3sec(x)4πexp(4πx20lny1+y2 dy)] dx\int \left[ \frac { \cos{x} + x \sin{x} } { \cos{x} } \right] \left[ \frac { x^5 \sec(x)^6 } { 2 \pi } \exp\left( \frac{4}{3} \pi x^3 \int_{0}^{\infin} \frac { \ln{y} } { 1 + y^2 } \ dy \right) + \frac { x^3 \sec(x)^4 } { \pi } \exp\left( 4 \pi x^2 \int_{\infin}^{0} \frac { \ln{y} } { 1 + y^2 } \ dy \right) \right]\ dx

what do you mean you don’t want to integrate

2025 February 14

(1+1x)(x+1x)(x2+1x)(11x) dx\int \left( 1 + \frac{1}{x} \right) \left( x + \frac{1}{x} \right) \left( \frac{x^2 + 1}{x} \right) \left( 1 - \frac{1}{x} \right)\ dx

evaporation

2025 February 13

sin2x+cos2xcot2x(sin2x+cos2x+tan2x)1sin(2x) dx\int \frac { \sin^2{x} + \cos^2{x} - \cot^2{x} } { ( \sin^2{x} + \cos^2{x} + \tan^2{x} )^{-1} } \sin(2x)\ dx

fantastically bananas

2025 February 9

tanx1+tanx dx\int \sqrt{\frac { \tan{x} } { 1+\tan{x } }}\ dx

sayonara

2025 February 9

e6xe9x dx\int \sqrt{e^{6x}-e^{9x}}\ dx

hydraulic

2025 February 8

01xlnx dx\int_{0}^{\infin} \frac{1}{x\ln{x}} \ dx

humour

2025 February 6

(1x+1x3)3 dx\int \left( \frac{1}{x} + \frac{1}{x^3} \right)^3\ dx

blossom

2025 February 6

ex(sin(x)cos(x)3sin(x)3cos(x)) dx\int e^{x}\left(\sin\left(x\right)\cos\left(x\right)^{3}-\sin\left(x\right)^{3}\cos\left(x\right)\right)\ dx

ember

2025 February 2

022xx2 dx\int_{0}^{2} \sqrt{2x - x^2}\ dx

jelly

2025 February 2

11+x1/5 dx\int \frac{1}{1+x^{1/5}}\ dx

cavity

2025 February 1

x(x2+5)3lnx dx\int x\left(x^{2}+5\right)^{3}\ln x\ dx

crossfire

2025 February 1

1tan2x dx\int \sqrt{1-\tan^{2}x}\ dx

architechnica

2025 February 1

(10x)10 dx\int \left(10-\sqrt{x}\right)^{10}\ dx

laughable

2025 February 1

(x+12x4+38x7+516x10+3564x13+...)2 dx\int \left( x + \frac{1}{2} x^4 + \frac{3}{8} x^7 + \frac{5}{16} x^{10} + \frac{35}{64} x^{13} + ... \right)^2\ dx

acrid

2025 January 31

1+xtanxxln(xsecx) dx\int \frac { 1 + x\tan{x} } { x } \ln\left( x \sec{x} \right)\ dx

cope

2025 January 30

tan(x)29sec(x)30 dx\int \frac { \tan(x)^{29} } { \sec(x)^{30} }\ dx

relapse

2025 January 30

1x1x1x dx dx dx\int \frac{1}{x} \int \frac{1}{x} \int \frac{1}{x} \ dx \ dx\ dx

intcore

2025 January 30

cos1(π2cos(π2sin1(π2x))) dx\int \cos^{-1}\left(\frac{\pi}{2}-\cos\left(\frac{\pi}{2}-\sin^{-1}\left(\frac{\pi}{2}-x\right)\right)\right)\ dx

introspection

2025 January 30

sec(x)4tan(x) dx\int \sec\left(\sqrt{x}\right)^4 \tan\left(\sqrt{x}\right)\ dx

fallenrect

2025 January 30

(secx)(tanx)(secxtanx)(sec2x) dx\int (\sec{x})(\tan{x})(\sec{x}\tan{x})(\sec^2{x})\ dx

calling

2025 January 30

(cosxsinx)(cosx+sinx)1+(sinx)(cosx)1 dx\int \frac { \left(\cos{x} - \sin{x}\right) \left(\cos{x} + \sin{x}\right) } { 1 + \left(\sin{x}\right) \left(\cos{x}\right) - 1 }\ dx

turnover

2025 January 30

sin(4x)cos(3x)2+sin(3x)cos(3x)cos(4x)+sin(3x)cos(7x) dx\int \sin(4x)\cos(3x)^2 + \sin(3x)\cos(3x)\cos(4x) + \sin(3x)\cos(7x)\ dx

morphling

2025 January 30

exxex(1x+lnx) dx\int e^x x^{e^x} \left( \frac{1}{x} + \ln{x} \right)\ dx

chrome

2025 January 30

2+x+secx+secxtanx1+x+secx dx\int \frac { 2 + x + \sec{x} + \sec{x}\tan{x} } { 1 + x + \sec{x} }\ dx

fits

2025 January 29

exex2 dx\int_{-\infty}^{\infty}exe^{-x^{2}}\ dx

abnormal

2025 January 27

sin(1+cos1x) dx\int \sin\left(1+\cos^{-1}{x}\right)\ dx

export

2025 January 26

cos(3x)sin(x)cos(2x) dx\int \frac {\cos(3x)} {\sin(x)\cos(2x)}\ dx

kindred

2025 January 25

sec(x)csc(x) dx\int \sec(x)\csc(x) \ dx

brittle

2025 January 24

sin(sechxcoshx+sinhx)2+cos(1tanhx)2 dx\int \sin\left( \frac { \text{sech}\, x } { \cosh{x} + \sinh{x} } \right)^2 + \cos\left( 1 - \tanh{x} \right)^2\ dx

drizzle

2025 January 23

exex+1+1ex1 dx\int \sqrt{ \frac { e^x } { e^x+1 } + \frac { 1 } { e^x-1 } }\ dx

anticonjugate

2025 January 23

(2+ex/2)(1x+ex/2)xex/2 dx\int \frac { (2+e^{-x/2})(1-x+e^{-x/2}) } { \sqrt{x-e^{-x/2}} }\ dx

hyperformant

2025 January 23

sinx(ex+sinx)+(ex+cosx) dx\int \frac {\sin{x}} {\left( e^x+\sin{x} \right) + \left( e^x+\cos{x} \right)}\ dx

unfazed!

2025 January 23

sin(x)exp(1secx1)cos2x2cosx+1 dx\int \frac { \sin(x) \exp(\frac{1}{\sec{x}-1}) } { \cos^2{x} - 2\cos{x} + 1 }\ dx

lighthouse

2025 January 21

480x517x3+16x dx\int \frac {480} {x^5 - 17x^3 + 16x}\ dx

aggregrate

2025 January 21

x34(1x)36 dx\int \frac {x^{34}} {(1 - x)^{36}}\ dx

rewarp

2025 January 21

...20(20!x) dx...dx\underbrace{\int ... \int}_{20} ( 20! \, x )\ dx \, ... \, dx

oh look, constants!

2025 January 19

2x4x8x...256x dx\int 2^x \, 4^x \, 8^x ... 256^x\ dx

target practice

2025 January 19

(e2)ln(x2) dx\int \left(e^2\right)^{\ln(x^2)}\ dx

unfazed

2025 January 18

x1+x+1x+1x1 dx\int \sqrt{ \frac { \sqrt{x-1}+\sqrt{x+1} } { \sqrt{x+1}-\sqrt{x-1} } }\ dx

gridded

2025 January 18

(x+π4)sin(x+π4)sin(xπ4) dx\int \left( \frac{x+\pi}{4} \right) \sin\left( \frac{x+\pi}{4} \right) \sin\left( \frac{x-\pi}{4} \right)\ dx

steamroller

2025 January 18

2secx2tanxcosxsinx1 dx\int \frac{2\sec x-2\tan x-\cos x}{\sin x-1}\ dx

peroxide

2025 January 15

01(exe1/2+exe1/2)5 dx\int_{0}^{1} \left( e^x \cdot e^{-1/2} + e^{-x} \cdot e^{1/2} \right)^5\ dx

cooked, calmly

2025 January 13

(exlne)(ex+1)(x+1lne) dx\int \left( \frac{e^x}{\ln{e}} \right)^{\left( e^x + 1 \right)} \left( \frac{x+1}{\ln{e}} \right)\ dx

hearth

2025 January 13

cos(3xπ/3)+cos(3x+π/3)sinh(x+π/3)+cosh(xπ/3) dx\int \frac { \cos(3^x-\pi/3) + \cos(3^x+\pi/3) } { \sinh(x+\pi/3)+ \cosh(x-\pi/3) }\ dx

dreadnought

2025 January 12

(2x(x2+0.5))2(lnx+0.5) dx\int \left( 2x^{\left(x^2 + 0.5\right)} \right)^2 \left( \ln{x} + 0.5 \right)\ dx

blursed

2025 January 12

secxsecxtanx dx\int \frac{\sec{x}}{\sec{x} - \tan{x}}\ dx

sabotage

2025 January 12

sec4x+2tan4x+tan2x+sec2x1(tanxsec2x+π)2025 dx\int \frac {\sec^4{x} + 2\tan^4{x} + \tan^2{x} + \sec^2{x} - 1} {\left( \tan{x}\sec^2{x} + \pi \right)^{\sqrt{2025}}}\ dx

treasure hunting

2025 January 12

ln(ln(xe))exln(xe) dx\int \frac {\ln\left(\ln\left(x^e\right)\right)} {ex\ln\left(x^e\right)}\ dx

origami

2025 January 12

03π(1+sin4xsin2x+cos2x)3 dx\int_{0}^{3\pi}\left(\frac{1+\sin4x}{\sin2x+\cos2x}\right)^{3}\ dx

masquerade

2025 January 12

x2x2tan1x(x2+1)2 dx\int \frac{x-2x^{2}\tan^{-1}{x}}{\left(x^{2}+1\right)^{2}}\ dx

deadlock

2025 January 12

sinhx+coshxcoshxsinhx dx\int \sqrt{\frac{\sinh x+\cosh x}{\cosh x-\sinh x}}\ dx

hyperactive

2025 January 11

x11x dx\int \sqrt{\frac{x}{1-\frac{1}{x}}}\ dx

folder

2025 January 11

137sin2x+111cos2x dx\int \frac{1}{37\sin^{2}x+111\cos^{2}x}\ dx

orders

2025 January 11

(cotx)ln((1/e)sinx)log(1/e)(ecosx) dx\int \frac {\left(\cot{x}\right) \ln\left( \left(1/e\right)^{\sin{x}} \right)} {\log_{(1/e)}\left (e^{-\cos{x}} \right)}\ dx

ascension

2025 January 11

x314x16 dx\int \frac{x^{31}}{\sqrt{4-x^{16}}}\ dx

kurtosis

2025 January 10

x5x63x4+4x22 dx\int \frac{x^{5}}{x^{6}-3x^{4}+4x^{2}-2}\ dx

bureaucracy

2025 January 10

cosx+sec2x+tan2xxcosx+tanx dx\int \frac{\cos x+\sec^{2}x+\tan^{2}x}{x\cos x+\tan x}\ dx

catalyst

2025 January 10

esec2xsinxcosx2secxln(sec4x+tan4x+2sec2xtan2xsech2x+tanh2x) dx\int \frac {e \sec^2{x}\sin{x}} {\cos{x} - 2\sec{x}} \ln \left( \frac {\sec^4{x} + \tan^4{x} + 2\sec^2{x}\tan^2{x}} {\text{sech}^2\,{x} + \text{tanh}^2\,{x}} \right)\ dx

neurotic

2025 January 9

4x21x4 dx\int \frac{4x^{2}}{1-x^{4}}\ dx

mechanism

2025 January 9

x7x2+1 dx\int \frac{x^{7}}{x^{2}+1}\ dx

slice and dice

2025 January 9

tan(x)sec(x)tan(secx) dx\int \tan\left(x\right)\sec\left(x\right)\tan\left(\sec x\right)\ dx

palisade

2025 January 9

1+tanxsec4x+secxtanx2sec2xtan2x+secx+tanx+tan4x dx\int \frac {1 + \tan{x}} { \sec^4{x} + \sec{x}\tan{x} - 2\sec^2{x}\tan^2{x} + \sec{x} + \tan{x} + \tan^4{x} }\ dx

secanthropic

2025 January 9

(sinx)ln(sin2x) dx\int \left(\sin x\right)\ln\left(\sin^{2}x\right)\ dx

frigate

2025 January 7

sin(ex+π2)sin(exπ2) dx\int \frac{\sin\left(e^{x}+\frac{\pi}{2}\right)}{\sin\left(e^{x}-\frac{\pi}{2}\right)}\ dx

rejoice

2025 January 7

e(1+tanx)cos2xtanx dx\int \frac{e^{\left(1+\sqrt{\tan x}\right)}}{\cos^{2}x\sqrt{\tan x}}\ dx

ammunition

2025 January 4

ln(xx2+4x21) dx\int \ln\left(\sqrt{x\sqrt{x^{2}+4x-21}}\right)\ dx

in my heart

2024 December 28

(2xx)2 dx\int \left(2^{x}-x\right)^{2}\ dx

divide and conquer

2024 December 27

11+1x+1x2 dx\int \frac{1}{1+\frac{1}{x}+\frac{1}{x^{2}}}\ dx

tension

2024 December 27

x+x2x3xx2+x3 dx\int \frac{x+x^{2}-x^{3}}{x-x^{2}+x^{3}}\ dx

polytypical

2024 December 24

sin(2x)cos(xπ) dx\int \sin\left(2x\right)\cos\left(x-\pi\right)\ dx

isomorphism

2024 December 24

1+x2x5e(1+1x2) dx\int \frac{1+x^{2}}{x^{5}}e^{\left(1+\frac{1}{x^{2}}\right)}\ dx

flyby

2024 December 24

sin(x)2cos(x+e)2sin(x+e)2cos(x)2 dx\int \sin\left(x\right)^{2}\cos\left(x+e\right)^{2}-\sin\left(x+e\right)^{2}\cos\left(x\right)^{2}\ dx

polymorphism

2024 December 23

tan1(3x)1+9x2 dx\int \frac{\tan^{-1}\left(3x\right)}{1+9x^{2}}\ dx

skylight

2024 December 22

Day 11

2024 December 17

e3xexex+exdx\int \frac{e^{3x}-e^{-x}}{e^{x}+e^{-x}}dx

expletive

2024 December 17

Day 10

2024 December 16

Day 9

2024 December 13

2ln(e2x) dx\int 2\ln\left(e\cdot2^{x}\right)\ dx

trick or treat

2024 December 13

(12x13x2)2 dx\int \left(1-2x^{-1}-3x^{-2}\right)^{-2}\ dx

workable

2024 December 13

x+x24ex2π dx\int \frac{-x+\sqrt{x^{2}-4ex}}{2\pi}\ dx

déjà vu

2024 December 13

Day 7

2024 December 11

xx8x26+12x1 dx\int x\sqrt{x-8x^{-2}-6+12x^{-1}}\ dx

chummy

2024 December 10

1+xx2+ln(xx) dx\int \frac{1+x}{x^{2}+\ln\left(x^{x}\right)}\ dx

quotable

2024 December 10

ln(secx)ln(cscx)cscxcos3x dx\int \frac{\ln\left(\sec x\right)-\ln\left(\csc x\right)}{\csc x\cos^{3}x}\ dx

pathological

2024 December 10

1+x1cotx1xln(x1sin(x1)) dx\int \frac{1+x^{-1}\cot x^{-1}}{x\ln\left(x^{-1}\sin\left(x^{-1}\right)\right)}\ dx

blink

2024 December 9

11x2ln(x1) dx+11x2ln(x+1) dx\int \frac{1}{\sqrt{1-x^{-2}}}\ln\left(x-1\right)\ dx+\int \frac{1}{\sqrt{1-x^{-2}}}\ln\left(x+1\right)\ dx

lawful evil

2024 December 9

(π12π112(1cos(π2))sin(x+12) dx)212π1π1cos(x+12) dx\left(\int_{\pi-1}^{2\pi-1}\frac{1}{2}\left(1-\cos\left(\frac{\pi}{2}\right)\right)\sin\left(\frac{x+1}{2}\right)\ dx\right)^{2}-\frac{1}{2}\int_{\pi-1}^{-\pi-1}\cos\left(\frac{x+1}{2}\right)\ dx

bleugh

2024 December 8

Day 5

2024 December 6

Day 6

2024 December 5

Day 3

2024 December 4

Day 1

2024 December 2

x3x46x2+5 dx\int \frac{x^{3}}{x^{4}-6x^{2}+5}\ dx

counting

2024 December

ln(4x12+9x1) dx\int \ln\left(4x-12+9x^{-1}\right)\ dx

abode

2024 December

6x214x+12x3x2 dx\int \frac{6x^{2}-14x+12-x^{3}}{x-2}\ dx

lacking

2024 December

1+1+ex dx\int \sqrt{1+\sqrt{1+e^{x}}}\ dx

monster

2024 December

(x2x3+x5)2(x2+x3x5)2\left(\frac{x}{2}-\frac{x}{3}+\frac{x}{5}\right)^{2}-\left(\frac{x}{2}+\frac{x}{3}-\frac{x}{5}\right)^{2}

yes

2024 November

(x+3)(3x)6(x3)\left(x+3\right)\left(3-x\right)-6\left(x-3\right)

yay

2024 November

71676x79x2\frac{7}{16}-\frac{7}{6}x-\frac{7}{9}x^{2}

sign

2024 November

e2+2(x2)7π3(2x)2e^2 + 2(x - 2) - \frac{7 \pi}{3} (2 - x)^2

no

2024 November

x2(e21)2π(1e2)xsin30°\frac{x^{2}\left(e^{2}-1\right)}{2\pi}-\left(1-e^{2}\right)x-\sin{30\degree}

class

2024 November

(x2π3)(x+3π5)\left(x-\frac{2\pi}{3}\right)\left(x+\frac{3\pi}{5}\right)

mm

2024 November

6xsin(π6)6x+16x6x\sin\left(\frac{\pi}{6}\right)-\frac{6x+1}{6x}

why

2024 November

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more activation

2024 November

xx1 dxxx+1 dx\int \frac{x}{x-1}\ dx-\int \frac{x}{x+1}\ dx

connection

2024 November

(sin2x)2tanx+cotx dx\int \frac{\left(\sin^{2}x\right)^{2}}{\tan x+\cot x}\ dx

dreams of integrity

2024 October 22

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new activation function just dropped

2024 October

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pulse

2024 October

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fancy cross

2024 October

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hook

2024 October

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meta

2024 October

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woah

2024 October

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spicy!

2024 October

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sharp!

2024 October

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wavier!

2024 October

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wavyyyy

2024 October

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wavy!

2024 October

x3e(x21) dx\int x^{3}e^{\left(x^{2}-1\right)}\ dx

scenic

2024 October

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aliens!

2024 September

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neo circle

2024 September

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claws!

2024 September

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intersecting waves

2024 September

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fluzzy wuzzy

2024 September

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fluzzy

2024 September

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display: grid

2024 September

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questionable hyperbola?

2024 September

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questionably hyperbolic

2024 September

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helix

2024 September

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jaggeder

2024 September

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spasmodic

2024 September

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spicy waves

2024 September

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spicy waves!!

2024 September

x1x1+x1+x1x1x dx\int \frac{x\sqrt{1-x}\sqrt{1+x}-\sqrt{1+x}\sqrt{1-x}}{1-x}\ dx

simplify

2024 September

2x1+xx1+1 dx\int \frac{2\sqrt{x-1}+x}{\sqrt{x-1}+1}\ dx

tractorisation

2024 September

x1+x dx\int \frac{\sqrt{x}}{1+\sqrt{x}}\ dx

classic

2024 September

x4+x3+x2+x+1x2+1 dx\int \frac{x^{4}+x^{3}+x^{2}+x+1}{x^{2}+1}\ dx

drawn and quartered

2024 September

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another activation

2024 July

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annoyed

2024 July

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dubious grids

2024 July

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friendship is magic

2024 July

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mosaic

2024 July

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wavy quadrants

2024 July

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dubious waves

2024 July

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true waves

2024 July

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DEATH STAR

2024 June

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fullscreen

2024 June

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MAX MOSAIC

2024 June

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SHEER MOSAICS

2024 June

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honeycomb

2024 June

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dubious reciprocal

2024 June

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windmill wave

2024 June

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clover

2024 May

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rain

2024 May

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agitation

2024 May

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jagged

2024 May

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antechnica

2024 May

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wavy mosaic

2024 May

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crossnaught

2024 May

2 sign(x)2x2sin1(x2i2)i2sin1(x2i2)i2 dx\int \frac {2\ \operatorname{sign}(x)} {\sqrt{2-x^2}} \sqrt{\frac { \sin^{-1}\left(-x^2 - i^2 \right) - i^2 } { \sin^{-1}\left(x^2 - i^2 \right) - i^2 } }\ dx

machina