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Answered: verify that sinh x and cosh x are derivatives of each other. Verify: (cosh^2)(sinh^2) x = 1 sinh(x+y) = sinh x cosh y + cosh x sing y | bartleby
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(a) Show that any function of the form y = A sinhmx B coshmx satisfies the differential equation y" = m^2 y. (b) Find y = y(x) such that y" = 9y, y(0) = -4, and y'(0) = 6. | Numerade
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