By the end of the session, the learner will be able to find the particular integral of the Linear Differential Equation when the right-hand side of the equation is of the type X = sin(ax) or cos(ax).
Access the Channel Link: / @themathvirtuoso
Access the complete playlist of Linear Differential Equations (CF+PI) Link: • Linear Differential Equations (CF+PI)
Access the complete playlist of Triple Integral Link: • Triple Integrals
Access the complete playlist of Numerical Integration Link: • Numerical Integration
Access the complete playlist of Double Integral Link: • Double Integrals
Access the complete playlist of Vector Spaces Link: • Vector Spaces
Access the complete playlist of Calculus of Variations Link: • Calculus of Variations
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#LinearDifferentialEquations(LDE)
#firstyearengineering
#electronicsandtelecommunicationengineering
#evaluateparticularintegral
#generalsolution
#righthandsideequation
#AlgebraicFunction
#𝑿=𝒙.𝑽type
#𝑿=𝑥^𝑚type
#exponentialfunctions
#powerofx,sin(ax),cos(ax)or𝒆^𝒂𝒙.𝝋(𝒙)
#MumbaiUniversityexamination
Thanks for Learning.
HAPPY LEARNING!!!