Question

if the order of a LDe is n then its complementary function has _____number of arbitary constant
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Answer 1

Answer:

THE ARBITARY CONSTANT IS 67!!!

Step-by-step explanation:

Answer 2

Answer:

If the order of an LDE is n then its complementary function has n number of arbitrary constant

Step-by-step explanation:

• The polynomial function having its terms as the differential functions are called linear differential Equation.
• A higher-order linear differential equation is solved by the complementary function and the particular integral.
• The complementary function is obtained by equating the LDE to zero.
• The number of arbitrary constant in the complementary function is equal to the order of LDE.