[" If force "F" is related with distance "x" and time "t" as "],[F=A sqrt(x)+Bt^(2)," the dimensions of "(A)/(B)" is "]

If force F is related with distance x and time t as F=Asqrtx+Bt^(2), the dimensions of (A)/(B) is

If force F is related with distance x and time t as F=Asqrtx+Bt^(2), the dimensions of (A)/(B) is

If the force acting on a body at time t is F = at^(-1)+bt^(2) then find out the dimensions of a and b.

The force F is given in terms of time t and displacement x by the equation F=A cos Bx+Csin Dt . The dimensions of (D)/(B) are

The relation between force F and density d is F=(x)/(sqrt(d)) . The dimension of x is

The relation between force F and density d is F=(x)/(sqrt(d)) . The dimension of x is

The relation between force F and density d is F=(x)/(sqrt(d)) . The dimension of x is