Apartide moves in the $$ x-y $$ plane such thate its cordinate as a function of time is $$ x=k \cos (x t) $$ and $$ y=k \sin (x t) $$ where $$ k $$ and $$ o x $$ are contants. Shew that the speed of the particle is constant

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The speed of the particle is constant, as it is equal to $$ kx $$, where $$ k $$ and $$ x $$ are constants.

Apartide moves in the \( x-y \) plane such thate its cordinate as a function of time is \( x=k \cos (x t) \) and \( y=k \sin (x t) \) where \( k \) and \( o x \) are contants. Shew that the speed of the particle is constant

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Apartide moves in the \( x-y \) plane such thate its cordinate as a function of time is \( x=k \cos (x t) \) and \( y=k \sin (x t) \) where \( k \) and \( o x \) are contants. Shew that the speed of the particle is constant

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