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5. Find the general solution of the given higher order homogeneous differentialequation:y(5) + 5y(4) − 2y′′′ − 10y′′ + y′ + 5y = 0
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Convert the Cartesian coordinates (−5,−12) into polar coordinates where r>0 and 0o≤θ≤360o.
Hence, write the other two polar coordinates that represent the point.
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