A manufacturer determined that its marginal cost per unit produced is given by the function C(x)=0.0007x20.7x+57\displaystyle {C}'{\left({x}\right)}={0.0007}{x}^{{2}}-{0.7}{x}+{57} . Find the total cost of producing 301st\displaystyle \text{st}  units through the 400th\displaystyle \text{th}  unit.