Question: Calculus can be employed to solve this equation for the height of the cable y as a function of distance x: y = (TA/w)cosh(wx/TA) +

Calculus can be employed to solve this equation for the height of the cable y as a function of distance x: y = (TA/w)cosh(wx/TA) + y0 - TA/w Use a numerical method to calculate a value for the parameter TA given values for the parameters w = 10 and y0 = 6, such that the cable has a height of y = 15 at x = 50. (Round the final answer to five decimal places in the form of TA*10^3) Use Matlab and showing code is perfered

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