I am trying to understand how thin lens camera work. From what I understand of thins lens model, the image is formed on image plane that obey the equation
$$\frac1S_1 + \frac1S_2 = \frac1f$$
So how about the case when there are 2 Object with different sizes and the distances of two object to the lens are difference while the image plane of the camera is fixed. Also, the two objects and the lens don't form a straight line so there is no way that one object hide the other one. Let say object A and B has distance $S_A$ and $S_B$. Suppose that
$$\frac1S_A + \frac1S_2 = \frac1f$$
So in the case of $S_B$
$$\frac1S_B + \frac1S_2 \neq \frac1f$$
Then how the image of object B is form on image plane of camera
Assume that both object have their distance from the lens greater than focal length.