I have a question on this concept, the question is if there is a ray going out from the origin and intersecting points on the Archimedes spiral, how can we prove that the distances between the intersections are equal. I'm not really sure how to do this, could you explain?
Sir I am in doubt because if it has to be in the sense of minimum magnitude, then there could be one vectorial angle for two position of radius vector in the same convolution
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Post a video of construct an archimedian spiral of 1.5 convolutions
Is the logarithmic spiral video coming any time soon? Looking forward to it.
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I have a question on this concept, the question is if there is a ray going out from the origin and intersecting points on the Archimedes spiral, how can we prove that the distances between the intersections are equal. I'm not really sure how to do this, could you explain?
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How should I draw a tangent and a normal from pole?
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Sir I've subscribed ur channel and love this amazing and easy tricks but how to plot normal and tangent at any point?
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Thanks
Sir the vectorial angle has to be measured in anticlockwise sense as you did or it has to be in the sense of minimum magnitude of angle?
Sir I am in doubt because if it has to be in the sense of minimum magnitude, then there could be one vectorial angle for two position of radius vector in the same convolution
How points are taken in spiral
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Where is the video for tangent and normal on logaritmic spiral
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