Math, asked by kusamsubbareddy14, 1 month ago

Linear equation with constant coefficients for (0 - 1)3 - 4(x - 1) + 4y = 4log(8 - 1)
is
(HereD=
Select one:
O a. (D3 - 3D2 – 2D + 4)y= 4
O b. (D3 + 3D2 – 2D + 4)y = 4t
Oc. (D3 - 3D2 + 2D + 4)y= 4t
O d. (D3 - 3D2 - 2D + 4)y = 4t​

Answers

Answered by s1262ankita3145
0

Answer:

Given the ordinary differential equation

d2ydx2+dydx−6y=0

with y(0)=0 and dydx(0)=1 , the value of y(1) is _________ (correct to two decimal places).

r

Answer : 1.45 to 1.48

Subject : Differential equations Topic : Higher Order Linear Differential Equations With Constant Coefficients

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