Category:Parametric curves
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English: Parametric curves are the simplest vector-valued functions (they have only a single parameter of dimension 1)
Subcategories
This category has the following 7 subcategories, out of 7 total.
A
- Arc length (39 F)
- Areal velocity (11 F)
B
C
- Continuous paths (1 F)
F
- Frenet-Serret frames (28 F)
I
R
Media in category "Parametric curves"
The following 200 files are in this category, out of 301 total.
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2 Curves Meeting at a Common Point - 2.JPG 293 × 247; 8 KB
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2-circles hypotrochoid.gif 226 × 226; 280 KB
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2d-parametriko-kyma.png 1,067 × 1,185; 60 KB
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3-circles hypotrochoid.gif 226 × 226; 406 KB
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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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Adamaster.jpg 412 × 436; 70 KB
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Animated Parametric Function.webm 5.5 s, 2,560 × 1,440; 480 KB
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Archimedean spiral fermat.png 500 × 515; 228 KB
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Archimedean spiral hyperbolic.png 804 × 321; 41 KB
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Archimedean spiral squared.png 574 × 575; 161 KB
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Archimedean spiral2.png 641 × 630; 46 KB
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Archimedean spiral2.svg 674 × 574; 66 KB
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Asymptotes et point de rebroussement.jpg 587 × 434; 29 KB
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Cardioide de ajedrez Jeffrey Agudelo.jpg 921 × 427; 114 KB
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CircleTofigure-8.ogv 13 s, 360 × 359; 592 KB
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Corde3.png 384 × 276; 6 KB
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Corner To Be Classified.png 208 × 177; 3 KB
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Courbe paramétrique.gif 788 × 904; 1.57 MB
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CourbeExam-eps-converted-to.pdf 2,050 × 1,733; 8 KB
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Curva sobre una superficie.svg 910 × 910; 4.97 MB
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Curveswithdistance1.png 455 × 455; 14 KB
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Curveswithdistance2.png 455 × 455; 19 KB
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Curveswithdistance3.png 455 × 455; 21 KB
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Curveswithdistance4.png 455 × 455; 5 KB
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Cycloid static.svg 500 × 200; 6 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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Envelope curve.svg 418 × 488; 5 KB
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F(t)=(1+i)t.gif 368 × 396; 306 KB
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F(t)=-t.gif 368 × 396; 265 KB
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F(t)=3%(t-i).gif 368 × 396; 344 KB
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F(t)=exp((-1%3+2i)t).gif 368 × 396; 697 KB
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F(t)=exp(2it)+t.gif 368 × 396; 454 KB
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F(t)=exp(it)+cos(t).gif 368 × 396; 356 KB
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F(t)=exp(it).gif 368 × 396; 317 KB
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F(t)=it.gif 368 × 396; 300 KB
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F(t)=t%2.gif 368 × 396; 263 KB
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F(t)=t.gif 368 × 396; 263 KB
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F(t)=t^2%5.gif 368 × 396; 273 KB
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FermiNeumannElephant.gif 836 × 838; 123 KB
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Fig14.svg 302 × 302; 6 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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Fish curve.svg 600 × 480; 11 KB
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Gaussiennes pondérées.gif 618 × 364; 1.19 MB
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Gaussiennes.gif 776 × 396; 698 KB
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Gráfica del cardioide de Ajedrez realizada en Geogebra.png 1,366 × 768; 144 KB
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Helix JMB 3.jpg 680 × 487; 168 KB
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Helix JMB 4.jpg 684 × 490; 164 KB
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Helix JMB 5.jpg 680 × 490; 174 KB
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Helix JMB.jpg 1,007 × 601; 108 KB
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Hyperboolhoek.svg 744 × 1,052; 5 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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Krivka parametricky.png 300 × 200; 2 KB
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KuposcsavarA.svg 567 × 567; 379 KB
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Log-Aesthetic Curves animated small GIF.gif 250 × 250; 2.61 MB
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Log-Aesthetic Curves animated.svg 900 × 540; 79 KB
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LOGO hypotrochoid.jpg 674 × 698; 156 KB
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PA3 4096x2304.png 4,096 × 2,304; 118 KB
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Param 01.jpg 1,010 × 716; 229 KB
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Param 03.jpg 956 × 734; 290 KB
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Param st 02.jpg 994 × 776; 454 KB
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Param1 1 2 a2.jpg 1,815 × 1,361; 123 KB
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Param1 1 3 a3.jpg 1,815 × 1,361; 159 KB
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Param1 1 4 a3.jpg 1,815 × 1,361; 183 KB
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Param1 1.5 1 a2.jpg 1,815 × 1,361; 124 KB
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Param1 10 3 3 a3.jpg 1,815 × 1,362; 208 KB
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Param1 11 1 11 a1.jpg 1,815 × 1,362; 297 KB
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Param1 11 17 11 a17.jpg 1,815 × 1,362; 361 KB
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Param1 11 5 11 a5.jpg 1,815 × 1,362; 247 KB
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Param1 11 7 11 a7.jpg 1,815 × 1,362; 218 KB
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Param1 18 10 a5.jpg 1,815 × 1,361; 204 KB
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Param1 19 10 a10.jpg 1,815 × 1,361; 323 KB
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Param1 2.5 1 a2.jpg 1,815 × 1,361; 151 KB
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Param1 22 10 a5.jpg 1,815 × 1,361; 230 KB
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Param1 28 10 a5.jpg 1,815 × 1,361; 266 KB
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Param1 3 1 3 a1.jpg 1,815 × 1,362; 153 KB
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Param1 3 1 a1.jpg 1,815 × 1,361; 125 KB
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Param1 3 4 3 a4.jpg 1,815 × 1,362; 135 KB
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Param1 3 5 3 a5.jpg 1,815 × 1,362; 180 KB
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Param1 3 5 7 a5.jpg 1,815 × 1,362; 165 KB
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Param1 3 7 3 a7.jpg 1,815 × 1,362; 269 KB
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Param1 3.5 1 a2.jpg 1,815 × 1,361; 165 KB
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Param1 31 17 23 a17.jpg 1,815 × 1,362; 470 KB
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Param1 4 1 4 a1.jpg 1,815 × 1,362; 164 KB
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Param1 4 1 a1.jpg 1,815 × 1,361; 129 KB
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Param1 4 5 4 a5.jpg 1,815 × 1,362; 142 KB
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Param1 4 7 4 a7.jpg 1,815 × 1,362; 232 KB
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Param1 4.5 1 a2.jpg 1,815 × 1,361; 177 KB
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Param1 41 10 a10.jpg 1,815 × 1,361; 446 KB
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Param1 5 1 5 a1.jpg 1,815 × 1,362; 193 KB
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Param1 5 1 a1.jpg 1,815 × 1,361; 133 KB
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Param1 5 2 5 a2.jpg 1,815 × 1,362; 168 KB
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Param1 5 3 5 a3.jpg 1,815 × 1,362; 155 KB
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Param1 5 4 5 a4.jpg 1,815 × 1,362; 128 KB
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Param1 5 6 5 a6.jpg 1,815 × 1,362; 139 KB
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Param1 5 7 11 a7.jpg 1,815 × 1,362; 167 KB
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Param1 5 7 5 a7.jpg 1,815 × 1,362; 188 KB
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Param1 5 7 8 a7.jpg 1,815 × 1,362; 165 KB
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Param1 50 17 a17.jpg 1,328 × 1,348; 870 KB
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Param1 6 1 a1.jpg 1,815 × 1,361; 138 KB
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Param1 6 10 a5.jpg 1,361 × 1,815; 268 KB
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Param1 6.5 1 a2.jpg 1,815 × 1,361; 171 KB
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Param1 6.5 10 a20.jpg 1,254 × 1,358; 503 KB
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Param1 7 1 7 a1.jpg 1,815 × 1,362; 228 KB
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Param1 7 11 13 a11.jpg 1,815 × 1,362; 242 KB
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Param1 7 11 7 a11.jpg 1,815 × 1,362; 288 KB
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Param1 7 2 7 a2.jpg 1,815 × 1,362; 207 KB
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Param1 7 3 7 a3.jpg 1,815 × 1,362; 210 KB
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Param1 7 4 7 a4.jpg 1,815 × 1,362; 182 KB
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Param1 7 5 7 a5.jpg 1,815 × 1,362; 168 KB
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Param1 7 6 7 a6.jpg 1,815 × 1,362; 133 KB
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Param1 71 37 31 a37.jpg 1,815 × 1,362; 752 KB
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Param1 73 17 23 a17.jpg 1,815 × 1,362; 622 KB
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Param1 73 79 7 a79.jpg 1,815 × 1,362; 1.08 MB
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Param1 8.5 1 a2.jpg 1,815 × 1,361; 183 KB
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Param10 1 1 1 1 1 1 .2 2 300 2 2 300 A1jpg.jpg 1,815 × 1,361; 740 KB
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Param10 1 1 1 1 1 1 .2 300 2 2 300 2 A1jpg.jpg 1,815 × 1,361; 1,001 KB
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Param10 1 1 1 1 1 1 2 300 2 2 300 2 A1jpg.jpg 1,815 × 1,361; 793 KB
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Param10 1 1 1 1 1 1 2 350 2 2 350 2 A0.5.jpg 1,815 × 1,361; 960 KB
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Param10 1 1 1 10 a1.jpg 1,815 × 1,361; 313 KB
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Param10 1 1 1 2 a1.jpg 1,815 × 1,361; 160 KB
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Param10 1 1 1 3 a1.jpg 1,815 × 1,361; 175 KB
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Param10 1 1 1 4 a1.jpg 1,815 × 1,361; 199 KB
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Param10 1 1 1 5 a1.jpg 1,815 × 1,361; 217 KB
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Param10 1 1 1 6 a1.jpg 1,815 × 1,361; 238 KB
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Param10 1 2 1 10 a1.jpg 1,815 × 1,361; 386 KB
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Param10 1 2 1 2 a1.jpg 1,815 × 1,361; 173 KB
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Param10 1 2 1 3 a1.jpg 1,815 × 1,361; 199 KB
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Param10 1 2 1 4 a1.jpg 1,815 × 1,361; 229 KB
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Param10 1 2 1 5 a1.jpg 1,815 × 1,361; 257 KB
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Param10 1 2 1 6 a1.jpg 1,815 × 1,361; 285 KB
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Param10 1 2 10 6 a1.jpg 1,815 × 1,361; 214 KB
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Param10 1 2 7 4 a1.jpg 1,815 × 1,361; 241 KB
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Param10 1 2 8 6 a1.jpg 1,815 × 1,361; 203 KB
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Param10 1 2 9 6 a1.jpg 1,815 × 1,361; 174 KB
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Param10 2 1 1 10 a1.jpg 1,815 × 1,361; 257 KB
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Param10 2 1 1 2 a1.jpg 1,815 × 1,361; 148 KB
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Param10 2 1 1 3 a1.jpg 1,815 × 1,361; 160 KB
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Param10 2 1 1 4 a1.jpg 1,815 × 1,361; 175 KB
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Param10 2 1 1 40 a1.jpg 1,815 × 1,361; 589 KB
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Param10 2 1 1 5 a1.jpg 1,815 × 1,361; 188 KB
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Param10 2 1 1 6 a1.jpg 1,815 × 1,361; 203 KB
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Param10 8 1 1 1 a1.jpg 1,815 × 1,361; 148 KB
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Param10 8 1 1 2 a1.jpg 1,815 × 1,361; 148 KB
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Param10 8 1 1 3 a1.jpg 1,815 × 1,361; 155 KB
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Param10 8 1 1 4 a1.jpg 1,815 × 1,361; 150 KB
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Param10 8 1 1 40 a1.jpg 1,815 × 1,361; 275 KB
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Param10 8 1 1 5 a1.jpg 1,815 × 1,361; 152 KB
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Param10 8 1 1 8 a1.jpg 1,815 × 1,361; 157 KB
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Param1a 15 14 1 a14.jpg 1,815 × 1,361; 351 KB
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Param1a 15 14 2 a14.jpg 1,815 × 1,361; 303 KB
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Param1a 2 3 1 a3.jpg 1,815 × 1,361; 147 KB
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Param1a 2 3 2 a3.jpg 1,815 × 1,361; 132 KB
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Param1a 3 2 1 a2.jpg 1,815 × 1,361; 137 KB
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Param1a 3 2 3 a2.jpg 1,815 × 1,361; 123 KB
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Param1a 3 2 4 a2.jpg 1,815 × 1,361; 121 KB
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Param1a 4 3 1 a3.jpg 1,815 × 1,361; 145 KB
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Param1a 4 3 2 a3.jpg 1,815 × 1,361; 133 KB
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Param1a 4 3 4 a3.jpg 1,815 × 1,361; 129 KB
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Param1a 5 3 1 a3.jpg 1,815 × 1,361; 191 KB
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Param1a 5 3 2 a3.jpg 1,815 × 1,361; 171 KB
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Param1a 5 3 4 a3.jpg 1,815 × 1,361; 161 KB
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Param1a 5 4 1 a4.jpg 1,815 × 1,361; 176 KB
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Param1a 6 4 1 a2.jpg 1,815 × 1,361; 148 KB
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Param1a 7 4 2 a4.jpg 1,815 × 1,361; 190 KB
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Param1a 8 3 2 a3.jpg 1,815 × 1,361; 193 KB
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Param1a 8 7 1 a1.jpg 1,815 × 1,361; 226 KB