I need a complete solution for this question It references the book: Introductio

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I need a complete solution for this question

It references the book: Introduction to Structural Optimization by Christensen

Problem 2: Exercise 9.3 Consider the ground structure in Fig. 9.17. It consists a two-dimensional domain N with a thickness p. The load a per unit length is applied on the top surface ,. We want to maximize stiffness, ie, minimize qudx, where u is the displacement component in the direction of q, given a constraint on the amount of material that can be used. Th a) Thickness (topometry) optimization: Find an optimal thickness distribution p for the domain N where 0

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