How to Derive and Calculate the Differential of a Function
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Deriving and Calculating the Differential of a Function

Prompt

Render an illustration of a blackboard with the detailed explanation of calculating the differential of function y = x/a + a/x, starting with deriving it with respect to x and then multiplying by dx. The equation shown is: 'y = x/a + a/x'. The derivative with respect to x is shown as: 'dy/dx = 1/a - a/x^2'. And finally, the differential of the given function appears as: 'dy = (1/a - a/x^2)dx'.

Created on 2/27/2024 using DALL-E 3 modelReport
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