y(x)=12x^(4) 7 a) (dy)/(dx)= b) (d^(2)y)/(dx^(2)) : y(x)=x^(3)e^(-2x) (dy)/(dx)= PV=nRT where n,R and T ar constants (dv)/(dp)= H=A BT CT^(2) DT^(3), wher A,B,C and D are constants (dH)/(dT)= a) int 4x^(2)dx= b) int (1)/(x^(3))dx= c) int (nRT)/(V)dV=,n,R, and T ar contants 6. PV=nRT whel n,R, acel T ar eostants int PdV= PV=nRT whe n,R ad T are solutionspile.com

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y(x)=12x^(4) 7 a) (dy)/(dx)= b) (d^(2)y)/(dx^(2)) : y(x)=x^(3)e^(-2x) (dy)/(dx)= PV=nRT where n,R and T ar constants (dv)/(dp)= H=A BT CT^(2) DT^(3), wher A,B,C and D are constants (dH)/(dT)=  a)  int 4x^(2)dx= b)  int (1)/(x^(3))dx= c)  int (nRT)/(V)dV=,n,R, and T ar contants 6. PV=nRT whel n,R, acel T ar eostants  int PdV= PV=nRT whe n,R ad T are ceretants  int_(V_(1))^(V_(2)) PdV=  int_(T_(1))^(T_(2)) (a bT (c)/(T^(2)))dT=  solutionspile.com

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Expert Answer to - y(x)=12x^(4) 7 a) (dy)/(dx)= b) (d^(2)y)/(dx^(2)) : y(x)=x^(3)e^(-2x) (dy)/(dx)= PV=nRT where n,R an

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Solution for - y(x)=12x^(4) 7 a) (dy)/(dx)= b) (d^(2)y)/(dx^(2)) : y(x)=x^(3)e^(-2x) (dy)/(dx)= PV=nRT where n,R an

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This an additional answer to - y(x)=12x^(4) 7 a) (dy)/(dx)= b) (d^(2)y)/(dx^(2)) : y(x)=x^(3)e^(-2x) (dy)/(dx)= PV=nRT where n,R an

(Solved): y(x)=12x^(4) 7 a) (dy)/(dx)= b) (d^(2)y)/(dx^(2)) : y(x)=x^(3)e^(-2x) (dy)/(dx)= PV=nRT where n,R an ...

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