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# The number of arbitrary constants in the particular solution of a differential equation of third order are

$(A)\;3\qquad(B)\;2\qquad(C)\;1\qquad(D)\;0$

Toolbox:
• In a particular solution of a differential euqation the number of arbitrary constant is 0
Here it is given that the diferential equation is of order 3. But using the information in the tool box we get the number of arbitrary constants is 0.
Hence the correct answer is $D$