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can be deduced in the implicit equation by Placing t = y a x . textstyle t= frac y ax .
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In this manner it is actually linked to the tautochrone curve, for which particles at unique commencing points normally acquire equivalent time to achieve the bottom, and also the brachistochrone curve, the curve that minimizes the time it's going to take for the slipping particle to journey from its begin to its conclude.
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An extra defining assets with the semicubical parabola is that it's an isochrone curve, meaning that a particle next its path while getting pulled down by gravity travels equivalent vertical intervals in equal time periods.
in polar coordinates, a person decides the intersection position of the road y = m x displaystyle y=mx
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