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 correct Answer is:
B
`l=sqrt((100-2t)^(2)+(200-4t)^(2))`
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