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(D² +40D'² +3D' )Z=ycos x

(D^ 2 -40D' +4D'^2)Z=e^ (2x+y)

(D^ 2 -40D' +4D'^2)2=e^ (2x+y)

3d^2y/dx^2+dy/dx-14y=0 ; y(0)=1 , y'(0)=-1


show that y=c1e^x+c2e^2x is the general solution of y′′−3y′+2y=0 on any interval and find the particular solution for which y(0)=-1 and y'(0)=1


(y - xy)dx + xdy = 0



A research is being done on a particular species of bear on an animal reserve territory. Initially, there are 50 bears on the reserve. After t years the number of bears, n, satisfies the differential equation "dn" / "dt" = 1 / "20k" n(k-n), where k are constant.

a.) By using saperable viarable, show that the general solution of the differential equation is n = 200 / 1 +3e-0.05t given that k = 200 [14 marks]


b.) In 2012, the population of the bears in the territory are 200. Estimate the population of the bears that will be able to survive after 2022. [3 marks]


The differential equation which has y 4 = Cx3 − 3 as its general solution is:


Solve (d ^ 2 * y)/(d * x ^ 2) - 2tan x * (dy)/(dx) + 5y =


Find the general solution to the differential equation 4d^2y/dx^2+4dy/dx+y=0

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