The velocity `upsilon` of a particle depends upon time t, according to the equation `upsilon = a+ bt +(c )/(d +t)` Write the dimensions of a,b,c, and d.

The velocity v of the a particle depends upen the time t according to the equation v= a + bt + ( c) /(d+1) Write the dimension of a, b,c and d.

The velocity v of the a particle depends upen the time t according to the equation v= a + bt + ( c) /(d+1) Write the dimension of a, b,c and d.

If velocity of a particle depends on time t, according to equation v = sqrt(ab) + (b)/(t) + (c )/(d + t) Then a, b, c, d represents the following quantities in order :

The displacement y(t) of a particle depends on time according in equation y(t)=a_(1)t-a_(2)t^(2) . What is the dimensions of a_(1) and a_(2) ?

The velocity upsilon of a particle is given by upsilon = A t^2 +Bt. What are the dimensions of A and B ?

The velocity (V) of a particle (in cm/s) is given in terms of time (t) in sec by the equation V=at+(b)/(c+t) . The dimensions of a, b and c are

The velocity (V) of a particle (in cm/s) is given in terms of time (t) in sec by the equation V=at+(b)/(c+t) . The dimensions of a, b and c are

The position of a particle moving along x-axis depends on time according to the equation x = at^2 +bt^3, where x is in metre and t is in sec. What are the units and dimensions of a and b : what do they represent?