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Passage 7 on the optics section, p 286
When an object is placed inside the focal length on the right side of a diverging lens, what type of image is formed?
I know the answer is " virtual, upright image" conceptually.
But the explanation is driving me crazy!!!!
Since the object is to the right of the lens and the lens is diverging, both p and q are negative. If the object is placed inside the focal length, the magnitude of f is greater than the magnitude of p, so the magnitude of 1/p is greater than the magnitude of 1/f. Since 1/p is a larger negative number, then in order to satisfy the lens equation, q must be positive. If q is positive, the magnification equations indicates that the image is upright.
How can the bold above both be true?
When an object is placed inside the focal length on the right side of a diverging lens, what type of image is formed?
I know the answer is " virtual, upright image" conceptually.
But the explanation is driving me crazy!!!!
Since the object is to the right of the lens and the lens is diverging, both p and q are negative. If the object is placed inside the focal length, the magnitude of f is greater than the magnitude of p, so the magnitude of 1/p is greater than the magnitude of 1/f. Since 1/p is a larger negative number, then in order to satisfy the lens equation, q must be positive. If q is positive, the magnification equations indicates that the image is upright.
How can the bold above both be true?