Question in attachment . **Problem Statement:**A thin rod of length 17.7 cm is placed along the principal axis of a convex lens (focal length 13.7 cm), with its near end distance of 82 cm from the optical center. Find the length of the image, in cm.**Explanation:**- **Principal Axis:** The principal axis is a straight line that passes through the center of the lens and the optical center, extending on both sides.- **Convex Lens:** In this context, a convex lens is a lens that converges light rays to a point, known as the focal point.- **Focal Length (f):** The distance from the lens to the focal point, given as 13.7 cm.- **Object Placement:** The rod is placed along the principal axis, with the near end at a distance of 82 cm from the optical center.**Objective:**Calculate the length of the image created by the convex lens, in centimeters.

Given: The length of the rod is lo = 17.7 cm The focal length of the convex lens is f = 13.7 cm the…

Answered: A thin rod of length 17.7 cm is placed…

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A thin rod of length 17.7 cm is placed along the principal axis of a convex lens (focal length 13.7 cm), with its near end distance 82 cm from the optical center. Find the length of the image, in cm.