A cable hangs between two poles that are 80-ft apart. The two poles are both 40 foot high. Sag is observed in the middle of the cable 5 ft from the ground. Find the length of the cable. What is the general equation for length of the cable S? What are the boundary conditions for finding the total length of the cable S? What is the length of the cable S?
A cable hangs between two poles that are 80-ft apart. The two poles are both 40 foot high. Sag is observed in the middle of the cable 5 ft from the ground. Find the length of the cable. What is the general equation for length of the cable S? What are the boundary conditions for finding the total length of the cable S? What is the length of the cable S?
A cable hangs between two poles that are 80-ft apart. The two poles are both 40 foot high. Sag is observed in the middle of the cable 5 ft from the ground. Find the length of the cable. What is the general equation for length of the cable S? What are the boundary conditions for finding the total length of the cable S? What is the length of the cable S?
Solving using Catenary differential equation with complete step by step
With integration, one of the major concepts of calculus. Differentiation is the derivative or rate of change of a function with respect to the independent variable.
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