Calculus is the mathematical theory of functions in one variable. Here we collect media which describe the main properties in the theory. For special functions, see the subcategory category:functions. For functions in more than one variable, see category:multivariate calculus. For the complex case see category:complex analysis. Please put your images in an appropriate subcategory. See also Category:Dental calculus for a deposit on teeth.
| Category Calculus on sister projects: | |||||||||
|---|---|---|---|---|---|---|---|---|---|
| 👁 Wikipedia Wikipedia |
👁 Wiktionary 👁 Wiktionary 👁 Wiktionary Wiktionary |
👁 Wikibooks Wikibooks |
👁 Commons | ||||||
<nowiki>cálculo infinitesimal; örsmæðareikningur; kalkulus; kalkulus; calculus; calculus; kalkülüs; حسابان; 微積分; λογισμός; infinitesimalkalkyl; calculus; обчислення; infinitezimalni račun; ҳисобон; kalkulo; ক্যালকুলাস; 미적분학; কলন গণিত; kalkulo; инфинитезимално сметање; kalkulus; calculo; ကဲးကုလတ်သ်; calcul infinitésimal; kalkulus; کلکولوس; infinitezimální počet; bî-chek-hun; חשבון אינפיניטסימלי; קאלקולוס; कलन; infinitezimalni račun; vi tích phân; calcwlws; rēķini; Calculus; инфинитезимални рачун; математикăлла анализ; kalkulus; cálculo; calculus; интеграл ба дифференциал тоолол; kalkulus; kalkulus; calcul infinitesimal; kalkulus; диференциално и интегрално смятане; 微積分; جیاکاری و تەواوکاری; calculus; حساب التفاضل والتكامل; infinitesimalregning; математик тәхлил; ကဲကုလပ်; 微積分; kalkulus; કલન શાસ્ત્ર; integralinis ir diferencialinis skaičiavimas; mì-chit-fûn-ho̍k; yupaylliy; cálculu; càlcul infinitesimal; Kalkül; Infinitesimalrechnung; diferenciálny a integrálny počet; матэматычны аналіз; մաթեմատիկական անալիզ; 微积分学; kalkulus; კალკულუსი; 微分積分学; calculo infinitesimal; Calculus; تفاضل وتكامل; kaalkulasii; කලනය; calculus; математический анализ; कलन; 微积分学; differentiaali- ja integraalilaskenta; calculus; calculo; kalkulus; நுண்கணிதம்; calcolo infinitesimale; Sidsimban; kalkulo; calcul infinitezimal; зьлічэньне; cónto infiniteximałe; Infinitesimaalraekening; kialkiulos; ကဲကုလပ်; kalkulu; kal'kul; cálculo; کیلکولس; ਹਿਸਾਬ ਦਿਫਰੇਨਸੀਆਲ ਅਤੇ ਇਨਤੇਗਰਾਲ; కలన గణితము; क्याल्कुलस; infinitezimalni račun; calculus; حساب دیفرانسیل و انتگرال; calcalas; แคลคูลัส; rachunek różniczkowy i całkowy; കലനം; wiskundige analyse; ካልኩለስ; математическай анализ; علم احصا; kakyula; cálculo infinitesimal; Kalkulus; 微积分; कलन; rama de las matemáticas que trata derivadas, integrales, límites y series infinitas; ናሆም አየለ ግርማ; cabang matematik; Technik der Differential- und Integralrechnung; شاخهای در ریاضیات; клон на математиката; 数学の分野のひとつ; matematická disciplína; תחום במתמטיקה; गणित का एक क्षेत्र; matematiikan haara; branĉo de matematiko; obor matematiky zahrnující diferenciální a integrální počet; branca fondante dell'analisi matematica; পরিবর্তন বিষয়ক গণিতের শাখা; théorie mathématique; panging matématika; разьдзел матэматыкі; गणितशास्त्राची शाखा; matematikan laht, mitte radab siš, kut azjad vajehtadas; área da matemática que estuda taxas de variação de grandezas e a acumulação de quantidades; 수학의 주요 분야 중 하나; področje matematične analize; 數學領域; área da matemática; раздел высшей математики, включащий дифференциальное и интегральное исчисление, почти то же, что математический анализ (в узком смысле); गणितके शाखा जे एकरा पर काम करहे कि वस्तु कैसे बदलहे; podstawowy dział analizy matematycznej; മാറ്റത്തിനെ കുറിച്ച് പഠിക്കുന്ന ഗണിത ശാഖ; combinatie van integralen en differentialen in de wiskunde; nghiên cứu toán học về sự biến đổi liên tục; branca de les matemàtiques; 數理有微積之術，其源遠矣。埃及、希臘已見其端；天竺、大食漸闡其緒；泰西諸賢，集而大成。此道究極連續變化之理，精微奧妙，非淺學所能窺也。; розділ вищої математики; branch of mathematics that works on how things change; فرع من الرياضيات; 数学分支; cabang ilmu matematika yang mencakup limit, turunan, integral, & deret takterhingga; calculo infinitesimal; calcul différentiel et intégral; матэматычны аналіз; матан; матанализ; исчисление бесконечно малых; классический математический анализ; анализ бесконечно малых; дифференциальное и интегральное исчисление; Հաշիվ; 微積分; calculus infinitesimalis; 無限小解析; 無限小微分積分学; 微積分学; حساب تفاضل و تكامل; rachunek infinitezymalny; חשבון דיפרנציאלי ואינטגרלי; חדו"א; integraalrekening; differentiaalrekening; калкулус; 미적분; differential and integral calculus; infinitesimal calculus; infinitezima kalkulo; senfinecona kalkulo; kalkul; kalkulus; تفاضل وتكامل; التفاضل والتكامل; حساب</nowiki>
branch of mathematics that works on how things change | |||||
| Upload media | |||||
| Instance of | |||||
|---|---|---|---|---|---|
| Subclass of |
| ||||
| Discoverer or inventor | |||||
| Based on |
| ||||
| Has part(s) | |||||
| Replaces |
| ||||
| Different from | |||||
| |||||
| 👁 Edit infobox data on Wikidata | |||||
Subcategories
This category has the following 21 subcategories, out of 21 total.
- Animations of calculus (4 C, 47 F)
- Books about calculus (8 C, 39 F)
- Videos of calculus (4 C, 8 F)
A
- Asymptotics (2 C, 1 P, 167 F)
C
- Continuity (functions) (13 C, 1 P, 116 F)
- Convergence (calculus) (5 C, 72 F)
- Convexity (functions) (41 F)
D
- Differential calculus (21 C, 398 F)
- Divergence (2 C, 1 P, 24 F)
I
- Integral calculus (12 C, 308 F)
M
- Mathematical fields (5 C, 1 F)
- Multivariate calculus (13 C, 77 F)
P
- Periodicity (5 C, 5 F)
- Poles (functions) (2 C, 12 F)
R
- Real numbers (12 C, 70 F)
S
- Series (mathematics) (4 C, 116 F)
- Series expansion (3 C, 1 F)
- Standard part function (2 F)
- Stationarity (4 F)
T
- Theorems in calculus (3 C, 3 F)
Z
- Zeroes of functions (2 C, 11 F)
Media in category "Calculus"
The following 200 files are in this category, out of 216 total.
(previous page) (next page)
-
A parametric curve with a tangent and a normal 01.png 640 × 384; 17 KB
-
A parametric curve with a tangent and a normal 02.png 640 × 384; 32 KB
-
A parametric curve with a tangent and a normal 03.png 640 × 384; 23 KB
-
A parametric curve with a tangent and a normal 04.png 640 × 384; 26 KB
-
A parametric curve with a tangent and a normal 05.png 640 × 384; 32 KB
-
AndragradsEkva.svg 336 × 414; 14 KB
-
Animated surface with contour diagram.gif 2,788 × 1,678; 70.48 MB
-
Augšanas parādīšana.jpg 250 × 250; 33 KB
-
Beschränktheit2.png 904 × 630; 11 KB
-
Bounded and unbounded functions.svg 329 × 317; 16 KB
-
Branch of a graph with gnuplot 02.svg 800 × 480; 28 KB
-
Branch of a graph with gnuplot.svg 800 × 480; 24 KB
-
C05b The arc length of the graph of f.png 640 × 384; 20 KB
-
C05c The arc length of the graph of f.png 640 × 384; 14 KB
-
C05d The arc length of the graph of f.png 640 × 384; 14 KB
-
Calculer la courbure pour une fonction cos(x).png 640 × 384; 23 KB
-
Calculer la courbure pour une fonction exp(x**2) 01.png 640 × 384; 20 KB
-
Calculer la courbure pour une fonction log(x-1).png 640 × 384; 21 KB
-
Calculer la courbure pour une fonction paramétrique 2d 01.png 640 × 384; 24 KB
-
Calculer la courbure pour une fonction paramétrique 2d 02.png 640 × 384; 28 KB
-
Calculul unei integrale duble 098uygvbn.png 670 × 493; 24 KB
-
Calespe.png 327 × 110; 8 KB
-
Calmargi.png 396 × 124; 11 KB
-
Causal function with gnuplot and C language.png 640 × 384; 19 KB
-
Circulacion.png 337 × 285; 3 KB
-
Compute a Branch of a function 01.svg 800 × 480; 26 KB
-
Cross product of i j k.png 110 × 112; 3 KB
-
Cylinder Sphere Optimization Problem.svg 365 × 360; 15 KB
-
De-Infinitesimalrechnung.ogg 3.2 s; 31 KB
-
Derivada y recta tangente.svg 322 × 222; 38 KB
-
DifferentialExample01.svg 450 × 261; 35 KB
-
DifferentialExample02.svg 450 × 308; 28 KB
-
Divergence theorem example.svg 116 × 94; 66 KB
-
Doubledel.png 162 × 212; 8 KB
-
Draw a typical circular sector 01.png 640 × 384; 49 KB
-
Draw a typical circular sector 02.png 640 × 384; 44 KB
-
Draw tangent of a vectoriel function 01.png 640 × 384; 23 KB
-
Draw tangent of a vectoriel function 02.png 640 × 384; 27 KB
-
Draw tangent of a vectoriel function 03.png 640 × 384; 37 KB
-
Draw the tangent of a vectoriel function in 3d 01.png 640 × 384; 31 KB
-
Draw the tangent of a vectoriel function in 3d 02.png 640 × 384; 24 KB
-
Egm6341.s10.mtg2.pdf 254 × 356, 4 pages; 1.43 MB
-
ExtremeValueTheorem.png 1,300 × 975; 123 KB
-
Fig1-Katugampola.jpg 400 × 400; 15 KB
-
Fig2-Katugampola.jpg 400 × 400; 16 KB
-
Figure 1.1 from Calculus by Md. Shouvik Iqbal (Edition 1, Version 1.0).jpg 2,683 × 1,845; 201 KB
-
Figure 1.2 from Calculus by Md. Shouvik Iqbal (Edition 1, Version 1.0).jpg 2,683 × 1,845; 207 KB
-
Figure 1.3 from Calculus by Md. Shouvik Iqbal (Edition 1, Version 1.0).jpg 2,159 × 2,215; 195 KB
-
Figure 1.5 from Calculus by Md. Shouvik Iqbal (Edition 1, Version 1.0).jpg 2,208 × 1,664; 101 KB
-
Find PA, the length of the Normal from P to the x axis. 01.png 640 × 384; 17 KB
-
Find PA, the length of the Normal from P to the x axis. 02.png 640 × 384; 23 KB
-
Find PA, the length of the Normal from P to the x axis. 03.png 640 × 384; 20 KB
-
Find PA, the length of the Normal from P to the x axis. 04.png 640 × 384; 17 KB
-
Find PA, the length of the Normal from P to the x axis. 05.png 640 × 384; 23 KB
-
Find PA, the length of the tangent from P to the x axis 01.png 640 × 384; 17 KB
-
Find PA, the length of the tangent from P to the x axis 02.png 640 × 384; 23 KB
-
Find PA, the length of the tangent from P to the x axis 03.png 640 × 384; 23 KB
-
Find PA, the length of the tangent from P to the x axis 04.png 640 × 384; 19 KB
-
Find PA, the length of the tangent from P to the x axis 05.png 640 × 384; 20 KB
-
Find PB, the length of the Normal from P to the y axis. 01.png 640 × 384; 24 KB
-
Find PB, the length of the Normal from P to the y axis. 02.png 640 × 384; 20 KB
-
Find PB, the length of the Normal from P to the y axis. 03.png 640 × 384; 17 KB
-
Find PB, the length of the Normal from P to the y axis. 04.png 640 × 384; 23 KB
-
Find PB, the length of the tangent from P to the y axis 01.png 640 × 384; 18 KB
-
Find PB, the length of the tangent from P to the y axis 02.png 640 × 384; 23 KB
-
Find PB, the length of the tangent from P to the y axis 03.png 640 × 384; 23 KB
-
Find PB, the length of the tangent from P to the y axis 04.png 640 × 384; 19 KB
-
Find PB, the length of the tangent from P to the y axis 05.png 640 × 384; 20 KB
-
Find the intersection points of the normal with the x-y axis 01.png 640 × 384; 23 KB
-
Find the intersection points of the normal with the x-y axis 02.png 640 × 384; 25 KB
-
Find the intersection points of the normal with the x-y axis 03.png 640 × 384; 22 KB
-
Find the intersection points of the normal with the x-y axis 04.png 640 × 384; 19 KB
-
Find the intersection points of the normal with the x-y axis 05.png 640 × 384; 26 KB
-
Five Antiderivatives of exp(xx+1div(xx)) II.png 1,232 × 934; 138 KB
-
Five Antiderivatives of exp(xx+1div(xx)).png 1,211 × 934; 118 KB
-
Fourier serie for my wikibook.png 640 × 384; 23 KB
-
Fourier serie in language c with gnuplot.png 640 × 384; 23 KB
-
Fractional Derivative-Weyl.gif 463 × 253; 1.49 MB
-
Fractional Derivatives-Euler.gif 480 × 265; 1.66 MB
-
Fractional Derivatives-RiemannLiouville.gif 473 × 270; 1.05 MB
-
Christoph Bernhard Francke - Bildnis des Philosophen Leibniz (ca. 1695) (cropped).jpg 2,421 × 2,628; 1.49 MB
-
Christoph Bernhard Francke - Bildnis des Philosophen Leibniz (ca. 1695) (cropped)2.jpg 1,514 × 1,912; 786 KB
-
Christoph Bernhard Francke - Bildnis des Philosophen Leibniz (ca. 1695).jpg 4,486 × 5,538; 4.22 MB
-
Gottfried Wilhelm von Leibniz.jpg 316 × 400; 38 KB
-
FTC geometric2.png 2,000 × 1,155; 123 KB
-
Fundamental Theorem of Calculus.svg 117 × 30; 13 KB
-
Funksjonsdrofting fortegnsskjema.png 719 × 327; 8 KB
-
Funktionvariante2.svg 165 × 165; 484 KB
-
Gottfried Wilhelm Leibniz, Bernhard Christoph Francke.jpg 4,486 × 5,538; 11.2 MB
-
Graph of x^-2.svg 600 × 480; 11 KB
-
Graphing Exercise of L'hôpital's Rule.svg 512 × 384; 40 KB
-
Heaviside function with gnuplot and C language.png 640 × 384; 8 KB
-
Horizontal-test-ok.png 200 × 200; 557 bytes
-
Hyperbolic Paraboloid.png 1,376 × 864; 145 KB
-
If a curve C has a smooth parametrization 01.png 640 × 384; 20 KB
-
If a curve C has a smooth parametrization 02.png 640 × 384; 20 KB
-
Ijk-coordinate-system.png 920 × 946; 123 KB
-
Illustration To Derivation Of Asymptotic For Saddle Point Integration.pdf 1,125 × 1,500; 3.91 MB
-
Infinitesimal Calculus 1.png 401 × 274; 3 KB
-
Infinitesimal Calculus 10.png 384 × 330; 2 KB
-
Infinitesimal Calculus 2.png 396 × 235; 1 KB
-
Infinitesimal Calculus 3.png 502 × 247; 2 KB
-
Infinitesimal Calculus 5.png 269 × 283; 3 KB
-
Infinitesimal Calculus 6.png 336 × 247; 2 KB
-
Infinitesimal Calculus 7.png 373 × 228; 2 KB
-
Infinitesimal Calculus 8.png 543 × 438; 3 KB
-
Infinitesimal Calculus 9.png 369 × 227; 1 KB
-
Infinitesimal-Calculus-4.png 456 × 238; 2 KB
-
Integral and derivative.svg 371 × 126; 8 KB
-
Integration of ln x.svg 1,564 × 1,923; 45 KB
-
Interseção de cos(2 pi x) e 1.svg 429 × 235; 95 KB
-
IntervallschachtellungWurzel2.svg 637 × 227; 36 KB
-
Inv-Fun-Thm-1.png 783 × 728; 11 KB
-
Inv-Fun-Thm-2.png 783 × 728; 11 KB
-
Inv-Fun-Thm-3.png 783 × 728; 10 KB
-
Involutes of a cubic curve.svg 1,440 × 1,440; 59 KB
-
Kinematics.svg 524 × 317; 32 KB
-
Leibniz sector formula.svg 314 × 305; 49 KB
-
LeibnizNotation.png 354 × 202; 15 KB
-
Limit L Hopital.svg 284 × 50; 8 KB
-
Limite f(x,y) Formes indéterminées A00.png 640 × 480; 119 KB
-
Limite f(x,y) Formes indéterminées A01.png 640 × 480; 114 KB
-
Limite f(x,y) Formes indéterminées A02.png 640 × 480; 119 KB
-
Limite f(x,y) Formes indéterminées A03.png 640 × 480; 143 KB
-
Limiting subdifferential.png 991 × 986; 140 KB
-
Log epsilon algo.svg 999 × 652; 45 KB
-
MaFonction.png 357 × 242; 8 KB
-
Mathnote894462.jpg 3,264 × 1,836; 1.48 MB
-
Maximizing revenue.png 3,000 × 2,190; 266 KB
-
My spherical coordinates.png 1,407 × 1,138; 64 KB
-
Màxims i mínims d'una funció.PNG 477 × 519; 25 KB
-
Newton'smethod 01.png 640 × 480; 28 KB
-
Newton'smethod 02.png 640 × 480; 25 KB
-
Newton'smethod 03.png 640 × 480; 22 KB
-
Not-a-tangent.svg 2,349 × 1,743; 35 KB
-
Oneven functie.PNG 346 × 340; 5 KB
-
Optimization Problem 2.jpg 959 × 699; 85 KB
-
Optimization Problem.jpg 960 × 720; 40 KB
-
Parallelogram of forces - ball on slope.pdf 1,754 × 814; 11 KB
-
Pendiente.png 356 × 212; 2 KB
-
Physics intersection.png 570 × 530; 24 KB
-
Picturing the Law.jpg 537 × 436; 36 KB
-
Pm1234 Abel.svg 197 × 477; 943 KB
-
Problem.jpg 150 × 150; 5 KB
-
ProprietateaDarboux.jpg 1,040 × 1,040; 59 KB
-
Pseudovector-222.png 705 × 727; 70 KB
-
Pure-mathematics-formulæ-blackboard.jpg 1,600 × 1,200; 167 KB
-
Pythagmamikon.gif 186 × 198; 12 KB
-
Riemann sum simple functions.svg 261 × 116; 40 KB
-
Riemann Sum.gif 1,075 × 359; 4.46 MB
-
RP HW 1 1 1.png 2,592 × 3,242; 119 KB
-
RP HW 1 1 2.png 2,592 × 3,242; 89 KB
-
RP HW 1 1 3.png 2,592 × 3,242; 45 KB
-
RP HW 1 1 4.png 2,592 × 3,242; 50 KB
-
RP HW 1 1 5.png 2,592 × 3,242; 48 KB
-
RP HW 1 2 1.png 2,592 × 3,242; 97 KB
-
RP HW 1 3 1.png 2,592 × 3,242; 117 KB
-
RP HW 1 3 2.png 2,592 × 3,242; 96 KB
-
RP HW 1 3 3.png 2,592 × 3,242; 72 KB
-
RP HW 1 3 4.png 2,592 × 3,242; 56 KB
-
RP HW 1 7 1.png 2,592 × 3,242; 117 KB
-
Rustove funkce.png 615 × 497; 47 KB
-
ScriptPente.png 431 × 304; 10 KB
-
Senkrechte Tangente.svg 3,020 × 2,120; 94 KB
-
Set sequence nonconverging.svg 478 × 214; 28 KB
-
ShadowProblem.svg 252 × 513; 121 KB
-
Smoothmax.png 640 × 384; 28 KB
-
Spirale animation m10 p10.gif 1,048 × 834; 9.61 MB
-
Strength and Yield Forming The Infinitely Rotary Source of Power.png 1,225 × 340; 32 KB
-
Tangent Line Approximation.svg 414 × 405; 22 KB
-
The area A of the region bounded by the graphs of r = 2*cos(t).png 640 × 384; 49 KB
-
The area A of the region bounded by the graphs of r = exp(t).png 640 × 384; 41 KB
-
The center of mass of the lamina 01.png 640 × 384; 15 KB
-
The center of mass of the lamina 02.png 640 × 384; 18 KB
-
The center of mass of the lamina 03.png 640 × 384; 16 KB
-
The Method of Fluxions (1730) Plate 6.jpg 1,219 × 828; 140 KB
-
Theorems in differential calculus.png 5,258 × 7,835; 8.01 MB
-
Theorems in differential calculus.svg 1,683 × 2,507; 8.38 MB
-
Todiste100.png 787 × 559; 37 KB
-
Todiste101.png 817 × 634; 55 KB
-
Todiste31.png 604 × 340; 11 KB
.png){kind=link}
_01.png){kind=link}
.png){kind=link}
,g(t))_01.png){kind=link}
,g(t))_02.png){kind=link}
,g(t))_04.png){kind=link}
,g(t),h(t))_03.png){kind=link}
.jpg){kind=link}
.jpg){kind=link}
.jpg){kind=link}
.jpg){kind=link}
.jpg){kind=link}
)_II.png){kind=link}
).png){kind=link}
_(cropped).jpg){kind=link}
_(cropped)2.jpg){kind=link}
.jpg){kind=link}
_1_from_Calculus_by_Md._Shouvik_Iqbal_(Edition_1,_Version_1.0).jpg){kind=link}
_2_from_Calculus_by_Md._Shouvik_Iqbal_(Edition_1,_Version_1.0).jpg){kind=link}
_3_from_Calculus_by_Md._Shouvik_Iqbal_(Edition_1,_Version_1.0).jpg){kind=link}
_4_from_Calculus_by_Md._Shouvik_Iqbal_(Edition_1,_Version_1.0).jpg){kind=link}
_e_1.svg){kind=link}
_Formes_ind%C3%A9termin%C3%A9es_A00.png){kind=link}
_Formes_ind%C3%A9termin%C3%A9es_A01.png){kind=link}
_Formes_ind%C3%A9termin%C3%A9es_A02.png){kind=link}
_Formes_ind%C3%A9termin%C3%A9es_A03.png){kind=link}
.png){kind=link}
.png){kind=link}
.png){kind=link}
_Plate_6.jpg){kind=link}
