L3#!#Differential Equation#!#Solution of D.E

Number of arbitrary constant in the general solution of a differential equation is equal to order of D.E.

Differentiate e^tanx sinx

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Differentiate e^tanx. sinx

Differentiate e^tanx cosx

Assertion: The general solution of ( dy ) /( dx) + y =1 is y e^x = e ^(X)+C Reason: The number of arbitrary constant in the general solution of the differential equation is equal to the order of D.E.

Differentiate e^(sqrt(cotx))

The solution of a differential equation is y= c_(1) e^(4x) + c_(2) e^(3x) , the differential equation is given by

Differentiate the following function from first principles: e^(3x)