Evaluate the general solution for the differential equation dydx=7\frac{dy}{dx} = 7dxdy=7.
y=7y = 7y=7
y=7x+Cy = 7x + Cy=7x+C
y=7x2+Cy = 7x^2 + Cy=7x2+C
y=x+7+Cy = x + 7 + Cy=x+7+C