It says N (m/kg)^2
so that in dimensions are m x l/t^2(N = Newton = kg x m/s^2??)l^2/M^2)(m/kg^2)
so that would mean F = m x l/t^2 l^2/m^2/l^2 how would this cancel out to F which is ml/t^2? Have I got this concept wrong or is there a mistake I am making?
If f dimensions are ml/t^2, where does t^2 come from in the equation of
F = G*m1*m2/r^2 where I believe G to be a constant, m1 and m2 to be masses and r to be the distance between two masses - so length. To dimensionally analyse this then, where would the dimension time come from if I were to...