The tangent to the curve $y = e^x$ drawn at the point $(c, e^c)$ intersects the line joining the points $(c-1, e^{c-1})$ and $(c+1, e^{c+1})$ (A) on the left of $x = c$ (B) on the right of $x = c$ (C) at no point (D) at all points
The tangent to the curve $y = e^x$ drawn at the point $(c, e^c)$ intersects the line joining the points $(c-1, e^{c-1})$ and $(c+1, e^{c+1})$\\
(A) on the left of $x = c$\\
(B) on the right of $x = c$\\
(C) at no point\\
(D) at all points