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A: To find the derivative of the following function from the first principle.
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A: For answers, please refer below Explanation:
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Q: find y as a function of x if y'" + 81y' - = 0 where y(0) = 1, y'(0) = 81, y"(0) = 324
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A:
Q: Use the equation OF 히 dy дх dx OF ду dy to find dx dy dx ။ F 5e sin(x) = x + xy 5e cos(x)-1-y…
A: dxdy=5eysin(x)−x1+y−5eycos(x) ORdxdy=x−5eysin(x)5eycos(x)−1−yExplanation:
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A: Please refer below page.If you have any doubts please feel free to ask.Explanation:Step 1: Step 2:
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A: answer is -0.000155Explanation is given below.Explanation:
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A: Formulas are used for solving this problem:-
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Q: determine the laplace transform of; 3e^2t cosh 4t
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Q: Express the given rational function as a sum or difference of simpler rational functions
A: The required answer is given below Explanation:Step 1: Step 2: Step 3: Step 4:
dx/dt=lnx/lnt, solve this differential equation by using
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