For all values of x, a linear function f satisfies f(2x+1)=3x−7. A function g is defined by g(x)=f(x)+kx, where k is a constant. If g(8)=g(2), which choice gives the value of k?
For all values of x, a linear function f satisfies f(2x+1)=3x−7. A function g is defined by g(x)=f(x)+kx, where k is a constant. If g(8)=g(2), which choice gives the value of k?