Practicing Success
Practicing Success
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For the differential equation y'' + 4y' = 0 , which of the following statement is true? |
\(y = { e }^{ -4x } \) is a particular solution \(y = { e }^{ -4x } \) is a general solution \(y = { e }^{ -4x } \) is not a solution Cannot be determined |
\(y = { e }^{ -4x } \) is a particular solution |
Since the constants in the solution have a specific numerical value , so \(y = { e }^{ -4x } \) is a particular solution. |
