A function is given. Determine the average rate of change of the function between the given values of the variable. g(x)= 7/x+3; x=0, x=h ( please show all your steps) Solution in this question the function will be g(x)=7/(x+3) for the function g(x) = (7/x)+3 the average rate of change will be -infinity which is not a good solution function is g(x)=7/(x+3) rate of change of g(x) is = and the average value of f(x) to the limit x=a to x=b is given by = ((7/(h+3))-7/3)/h = 7/(3*(h+3)) so answer is 7/(3*(h+3)) .