Category:Calculus

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File in te ła categoria "Calculus"

Sta categoria ła contien 200 file, indicai de seguito, so on totałe de 203.

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  A parametric curve with a tangent and a normal 01.png 640 × 384; 17 KB
  
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  A parametric curve with a tangent and a normal 02.png 640 × 384; 32 KB
  
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  A parametric curve with a tangent and a normal 03.png 640 × 384; 23 KB
  
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  A parametric curve with a tangent and a normal 04.png 640 × 384; 26 KB
  
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  A parametric curve with a tangent and a normal 05.png 640 × 384; 32 KB
  
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  Bounded and unbounded functions.svg 329 × 317; 16 KB
  
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  Branch of a graph with gnuplot.svg 800 × 480; 24 KB
  
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  C05c The arc length of the graph of f.png 640 × 384; 14 KB
  
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  C05d The arc length of the graph of f.png 640 × 384; 14 KB
  
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  Calculer la courbure pour une fonction cos(x).png 640 × 384; 23 KB
  
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  Calculer la courbure pour une fonction exp(x**2) 01.png 640 × 384; 20 KB
  
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  Calculer la courbure pour une fonction log(x-1).png 640 × 384; 21 KB
  
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  Calculer la courbure pour une fonction paramétrique 2d 01.png 640 × 384; 24 KB
  
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  Calculer la courbure pour une fonction paramétrique 2d 02.png 640 × 384; 28 KB
  
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  Calculul unei integrale duble 098uygvbn.png 670 × 493; 24 KB
  
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  Causal function with gnuplot and C language.png 640 × 384; 19 KB
  
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  Compute a Branch of a function 01.svg 800 × 480; 26 KB
  
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  Cylinder Sphere Optimization Problem.svg 365 × 360; 15 KB
  
• De-Infinitesimalrechnung.ogg 3,2 s; 31 KB
  
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  Divergence theorem example.svg 116 × 94; 66 KB
  
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  Draw a typical circular sector 01.png 640 × 384; 49 KB
  
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  Draw a typical circular sector 02.png 640 × 384; 44 KB
  
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  Draw tangent of a vectoriel function 01.png 640 × 384; 23 KB
  
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  Draw tangent of a vectoriel function 02.png 640 × 384; 27 KB
  
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  Draw tangent of a vectoriel function 03.png 640 × 384; 37 KB
  
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  Draw the tangent of a vectoriel function in 3d 01.png 640 × 384; 31 KB
  
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  Draw the tangent of a vectoriel function in 3d 02.png 640 × 384; 24 KB
  
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  Draw the velocity and the accelerator vectors at the point P(f(t),g(t)) 01.png 640 × 384; 21 KB
  
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  Draw the velocity and the accelerator vectors at the point P(f(t),g(t)) 02.png 640 × 384; 21 KB
  
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  Draw the velocity and the accelerator vectors at the point P(f(t),g(t)) 04.png 640 × 384; 35 KB
  
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  Draw the velocity and the accelerator vectors at the point P(f(t),g(t),h(t)) 03.png 640 × 384; 46 KB
  
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  Egm6341.s10.mtg2.pdf 254 × 356, 4 pajine; 1,43 MB
  
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  ExtremeValueTheorem.png 1 300 × 975; 123 KB
  
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  Fig1-Katugampola.jpg 400 × 400; 15 KB
  
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  Find PA, the length of the Normal from P to the x axis. 01.png 640 × 384; 17 KB
  
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  Find PA, the length of the Normal from P to the x axis. 02.png 640 × 384; 23 KB
  
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  Find PA, the length of the Normal from P to the x axis. 03.png 640 × 384; 20 KB
  
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  Find PA, the length of the Normal from P to the x axis. 04.png 640 × 384; 17 KB
  
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  Find PA, the length of the Normal from P to the x axis. 05.png 640 × 384; 23 KB
  
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  Find PA, the length of the tangent from P to the x axis 01.png 640 × 384; 17 KB
  
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  Find PA, the length of the tangent from P to the x axis 02.png 640 × 384; 23 KB
  
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  Find PA, the length of the tangent from P to the x axis 03.png 640 × 384; 23 KB
  
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  Find PA, the length of the tangent from P to the x axis 04.png 640 × 384; 19 KB
  
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  Find PA, the length of the tangent from P to the x axis 05.png 640 × 384; 20 KB
  
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  Find PB, the length of the Normal from P to the y axis. 01.png 640 × 384; 24 KB
  
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  Find PB, the length of the Normal from P to the y axis. 02.png 640 × 384; 20 KB
  
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  Find PB, the length of the Normal from P to the y axis. 03.png 640 × 384; 17 KB
  
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  Find PB, the length of the Normal from P to the y axis. 04.png 640 × 384; 23 KB
  
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  Find PB, the length of the tangent from P to the y axis 01.png 640 × 384; 18 KB
  
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  Find PB, the length of the tangent from P to the y axis 02.png 640 × 384; 23 KB
  
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  Find PB, the length of the tangent from P to the y axis 03.png 640 × 384; 23 KB
  
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  Find PB, the length of the tangent from P to the y axis 04.png 640 × 384; 19 KB
  
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  Find PB, the length of the tangent from P to the y axis 05.png 640 × 384; 20 KB
  
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  Find the intersection points of the normal with the x-y axis 01.png 640 × 384; 23 KB
  
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  Find the intersection points of the normal with the x-y axis 02.png 640 × 384; 25 KB
  
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  Find the intersection points of the normal with the x-y axis 03.png 640 × 384; 22 KB
  
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  Find the intersection points of the normal with the x-y axis 04.png 640 × 384; 19 KB
  
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  Find the intersection points of the normal with the x-y axis 05.png 640 × 384; 26 KB
  
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  Find the intersection points of the tangent with the x-y axis. 01.png 640 × 384; 24 KB
  
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  Find the intersection points of the tangent with the x-y axis. 02.png 640 × 384; 24 KB
  
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  Find the intersection points of the tangent with the x-y axis. 03.png 640 × 384; 27 KB
  
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  Find the intersection points of the tangent with the x-y axis. 04.png 640 × 384; 22 KB
  
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  Find the intersection points of the tangent with the x-y axis. 05.png 640 × 384; 20 KB
  
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  Five Antiderivatives of exp(xx+1div(xx)) II.png 1 232 × 934; 138 KB
  
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  Five Antiderivatives of exp(xx+1div(xx)).png 1 211 × 934; 118 KB
  
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  Fourier serie for my wikibook.png 640 × 384; 23 KB
  
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  Fourier serie in language c with gnuplot.png 640 × 384; 23 KB
  
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  Fractional Derivative-Weyl.gif 463 × 253; 1,49 MB
  
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  Fractional Derivatives-Euler.gif 480 × 265; 1,66 MB
  
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  Fractional Derivatives-RiemannLiouville.gif 473 × 270; 1,05 MB
  
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  Christoph Bernhard Francke - Bildnis des Philosophen Leibniz (ca. 1695) (cropped).jpg 2 421 × 2 628; 1,49 MB
  
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  Gottfried Wilhelm von Leibniz.jpg 316 × 400; 38 KB
  
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  FTC geometric2.png 2 000 × 1 155; 123 KB
  
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  Fundamental Theorem of Calculus.svg 117 × 30; 13 KB
  
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  Funktionvariante2.svg 165 × 165; 484 KB
  
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  Gottfried Wilhelm Leibniz, Bernhard Christoph Francke.jpg 4 486 × 5 538; 11,2 MB
  
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  Graph of sin(x^-1).svg 600 × 480; 18 KB
  
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  Graph of x^-2.svg 600 × 480; 11 KB
  
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  Graphing Exercise of L'hôpital's Rule.svg 512 × 384; 40 KB
  
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  Heaviside function with gnuplot and C language.png 640 × 384; 8 KB
  
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  Horizontal-test-ok.png 200 × 200; 557 byte
  
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  Hyperbolic Paraboloid.png 1 376 × 864; 145 KB
  
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  If a curve C has a smooth parametrization 01.png 640 × 384; 20 KB
  
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  If a curve C has a smooth parametrization 02.png 640 × 384; 20 KB
  
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  Ijk-coordinate-system.png 920 × 946; 123 KB
  
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  Illustration To Derivation Of Asymptotic For Saddle Point Integration.pdf 1 125 × 1 500; 3,91 MB
  
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  Infinitesimal Calculus 1.png 401 × 274; 3 KB
  
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  Infinitesimal Calculus 10.png 384 × 330; 2 KB
  
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  Infinitesimal Calculus 2.png 396 × 235; 1 KB
  
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  Integral and derivative.svg 371 × 126; 8 KB
  
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  Integration of ln x.svg 1 564 × 1 923; 45 KB
  
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  Interseção de cos(2 pi x) e 1.svg 429 × 235; 95 KB
  
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  IntervallschachtellungWurzel2.svg 637 × 227; 36 KB
  
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  Involutes of a cubic curve.svg 1 440 × 1 440; 59 KB
  
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  Kinematics.svg 524 × 317; 32 KB
  
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  Leibniz sector formula.svg 314 × 305; 49 KB
  
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  Limit L Hopital.svg 284 × 50; 8 KB
  
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  Limite f(x,y) Formes indéterminées A00.png 640 × 480; 119 KB
  
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  Limite f(x,y) Formes indéterminées A03.png 640 × 480; 143 KB
  
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  Limiting subdifferential.png 991 × 986; 140 KB
  
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  Line Integral paths to prove the Relation between Path Independence and Conservative Vector Field, 2022-03-13.png 4 649 × 1 956; 110 KB
  
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  Line Integral to prove the Relation between Path Independence and Conservative Vector Field - x, 2022-03-11.png 2 325 × 1 955; 58 KB
  
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  Line Integrals to prove the Relation between Path Independence and Conservative Vector Field, 2022-03-13.png 4 656 × 1 956; 110 KB
  
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  Log epsilon algo.svg 999 × 652; 45 KB
  
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  Spirale animation m10 p10.gif 1 048 × 834; 9,61 MB
  
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  Strength and Yield Forming The Infinitely Rotary Source of Power.png 1 225 × 340; 32 KB
  
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  The area A of the region bounded by the graphs of r = 2*cos(t).png 640 × 384; 49 KB
  
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  Two polar equations r = f(t) and r = g(t) 02.png 640 × 384; 57 KB
  
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  Year 11 2U Limits and Continuity.pdf 754 × 566, 14 pajine; 425 KB
  
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