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Engineering, 28.06.2020 04:01 stdntlogin3206

The given family of functions is the general solution of the differential equation on the indicated interval. Find a member of the family that is a solution of the initial-value problem. y=c1+c2cosx+c3sinx,(βˆ’[infinity],[in finity]) y=c 1 +c 2 cosx+c 3 sinx,(βˆ’[infinity],[infinity])
y'''+yβ€²=0,y(Ο€)=0,yβ€²(Ο€)=2,y''(Ο€)=βˆ’1 y +y =0,y(Ο€)=0,y β€² (Ο€)=2,y β€²β€² (Ο€)=βˆ’1

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