The linear magnification of a convex lens is – 1 when object in ...
In a convex lens, when object is in front of the lens at 2 F1, an inverted image of size of object (h2 = h1) is formed at 2F2. Therefore, m = – 1.
The linear magnification of a convex lens is – 1 when object in ...
Given by the formula:
magnification = (image height) / (object height)
The linear magnification of a convex lens can be positive or negative, depending on the position of the object relative to the lens.
If the object is placed beyond the focal point of the lens (object distance > focal length), the image formed by the lens will be real and inverted. In this case, the linear magnification will be negative, indicating that the image is smaller than the object.
If the object is placed between the focal point and the lens (object distance < focal="" length),="" the="" image="" formed="" by="" the="" lens="" will="" be="" virtual="" and="" upright.="" in="" this="" case,="" the="" linear="" magnification="" will="" be="" positive,="" indicating="" that="" the="" image="" is="" larger="" than="" the="" />
If the object is placed at the focal point of the lens (object distance = focal length), the image formed by the lens will be infinitely far away and will not be formed. In this case, the linear magnification is undefined.
It is important to note that the linear magnification of a convex lens is dependent on the object distance and the focal length of the lens.