The position vector of point A relative to the origin varies with time t as r ⃗=ati ̂-bt^2 j ̂, wher

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If radius vector of point a relative to the origin varies with time t as r = at i + bt^2 j, where... If radius vector of point a relative to the origin varies with time t as r = at i + bt^2 j, where...
A radius vector of a point A relative to the origin varies with time t as `r=ati-bt^2j`, where a and A radius vector of a point A relative to the origin varies with time t as `r=ati-bt^2j`, where a and
A ardius vector of point A relative to the origin varies with time t as `vec(r)= at hat(j)-bt^(2) h A ardius vector of point A relative to the origin varies with time t as `vec(r)= at hat(j)-bt^(2) h
A radius vector of point A relative to the origin varies with time t as r⃗=a t î-b t^2ĵ where a a... A radius vector of point A relative to the origin varies with time t as r⃗=a t î-b t^2ĵ where a a...
A radius vector of point A relative to the origin varies with time t as r→=ati^-bt2j^ wher.... A radius vector of point A relative to the origin varies with time t as r→=ati^-bt2j^ wher....
IRODOV 1.24. A radius vector of a point A relative to the origin varies with time t as r = ati — bt2 IRODOV 1.24. A radius vector of a point A relative to the origin varies with time t as r = ati — bt2
A radius vector of point A relative to the origin varies with time t as `vec r = at hat i - bt^2 hat A radius vector of point A relative to the origin varies with time t as `vec r = at hat i - bt^2 hat
Position Vectors and Displacement Vectors - Physics Position Vectors and Displacement Vectors - Physics