the function f is differential for all real numbers. the point (3, 1/4) is on the rap of y=f(x), and the slope at each point (x,y) on the graph is given by dy/dx=y^2(6-2x)

Question

find y=f(x) by solving the differential equation dy/dx=y^2(6-2x) with the initial condition f(3)=1/4.

Answer 1

Is (6-2x) in the exponent or a coefficient?