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Two articles A and B are moving in XY pl...

Two articles A and B are moving in XY plane . Their positions vary with time t according relation `x_A (t) = 3t` , `y_A (t) = t` , `x_B(t) = 6` , `y_B(t) = 2+3t^2` Distance between two particles at is `(1) 5 (2) 3 (3) 4 (4) sqrt12`particular straight line passes throumh

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Two particle A and B are moving in XY-plane. Their positions vary with time t according to relation x_(A)(t)=3t, x_(B)(t)=6 y_(A)(t)=t, y_(B)(t)=2+3t^(2) The distance between two particle at t=1 is :

Two particle A and B are moving in XY-plane. Their positions vary with time t according to relation x_(A)(t)=3t, x_(B)(t)=6 y_(A)(t)=t, y_(B)(t)=2+3t^(2) The distance between two particle at t=1 is :

Two particle A and B are moving in XY-plane. Their positions vary with time t according to relation x_(A)(t)=3t, x_(B)(t)=6 y_(A)(t)=t, y_(B)(t)=2+3t^(2) The distance between two particle at t=1 is :

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The coordinates of a particle moving in XY-plane vary with time as x= 4t^(2), y= 2t . The locus of the particle is a : -

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