Question: Use the methods asked in the question Q1. The solution of a catenary differential equation is given by 2 Cannery differential equation: _ = 1+

Use the methods asked in the question

Q1. The solution of a catenary differential equation is given by 2 Cannery differential equation: _ = 1+ () T w T = .3 _ __A y wCOSthAx)+y0 w' Given that: w =15.y0 = 4, y = 20 and x = 50. (3) Find the value of TA by graphical method. Your graph must be well-labeled. (b) Using an appropriate initial bracket from your graph, employ the false position method to find the value of TA to a specified error of 85 = 2%. Present your solution in a table. 02. A set of three mutually perpendicular axes in a body for which the product of inertia about these axes are zero are known as the principal axes of inertia of the body. They are given by the solution ofthe following determinantal equation

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