(Solved) : 1 Object Placed Distance Z Lens Image Formed Distance Lens Lens Focal Length Found 2 Z Use Q36078673 . . .
I need the MATLAB code for part C please.
1. If an object is placed at a distance z from a lens and an image is formed at a distance from the lens, the lens’ focal length can be found as 2-Z (a) Use the general rule for propagation of error to derive a formula for the uncertainty Δ/in terms of z, z’, and their uncertainties. ΔΖ and Δ (b) For each of the two cases below, male a three dimensional surface plot of Δ f for Δ =-2 to 2cm and Δ~’-:-2 to 2cm. i. z -15cm and z,-15cm ii. z -25cm and z, = 18cm You can use MatLab functions meshgrid) and mesh). Turn in the plot with labels. (c) To minimize the propagation of error and thus the uncertainty Δf on the focal length, one needs to measure the values of z and z’ with the smallest possible uncertainties Δz and Δ’ respectively. Based on your plots for each of the previous cases, indicate which parameter value (z or z’) should be measured with the tightest tolerance; in other words, which uncertainty Δ: or Δ’ has the largest effect on the uncertainty Δ/, and should be set tighter? I need the MATLAB code for parts A, B, C seperately please Show transcribed image text
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Answer to 1 Object Placed Distance Z Lens Image Formed Distance Lens Lens Focal Length Found 2 Z Use Q36078673 . . .
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