r = cot t
Famous Curves given by Polar Equation
| Construct the tangent to the Kappa curve
given in polar coordinates by r = cot t |
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| Construct the tangent to the Kampyle of
Eudoxus given in polar coordinates by r = sec 2 t |
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| Construct the tangent to inverse of the
quadrifolium given in polar coordinates by r = sec 2t |
|
| Construct the tangent to the double
folium given in polar coordinates by r = sin t sin 2t |
|
| Construct the tangent to the right
strophoid given in polar coordinates by r = sec t cos 2t |
|
| Construct the tangent to the trifolium
given in polar coordinates by r = cos 3t |
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| Construct the tangent to the quadrifolium
given in polar coordinates by r = cos 2t |
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| Construct the tangent to the Freeth's
nephroid given in polar coordinates by r = 1 + 2 sin(t/2) |
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| Construct the tangent to the conchoid of
Nicomedes given in polar coordinates by r = b + a sec t |
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| Construct the tangent to the Cayley's
sextic given in polar coordinates by r = cos 3 t/3 |
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| Construct the tangent to the trisectrix
given in polar coordinates by r = sec t - 4cos t |
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| Construct the tangent to the limacon of
Pascal given in polar coordinates by r = a cos t + b |
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| Construct the tangent to the cissoid of
Diocles given in polar coordinates by r = sin t tan t |
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| Construct the tangent to the conchoid de
Sluze given in polar coordinates by r = k2 cos t / a + a sec t |
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