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Given that the three-state model equation are d[A] dt d[B] dt d[C] dt -a[A] + B[B] = = a[A] - (8+)[B] + 8[C] = = [B] - S[C]. Find the solution for concentration [B] and [C] when the solution for concentration [A] is given by [A] = -aT-A₂(T-[Aleg) Ast. + A₁ - A₂ (Hint: Use these 4 equation) (1) (2) (3) aT+1(T-[Aleg) at + [A]eg A₁-A₂ (4)

Given that the three-state model equation are d[A] dt d[B] dt d[C] dt -a[A] + B[B] = = a[A] - (8+)[B] + 8[C] = = [B] - S[C]. Find the solution for concentration [B] and [C] when the solution for concentration [A] is given by [A] = -aT-A₂(T-[Aleg) Ast. + A₁ - A₂ (Hint: Use these 4 equation) (1) (2) (3) aT+1(T-[Aleg) at + [A]eg A₁-A₂ (4)

Advanced Engineering Mathematics
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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Given that the three-state model equation are d[A] dt d[B] dt d[C] dt [A] = -a[A] + B[B] = a[A] - (8+)[B] + S[C] = = [B] - S[C]. Find the solution for concentration [B] and [C] when the solution for concentration [A] is given by -aT - A₂(T - [Aleg) Art aT + A₁(T - [A]eg) +! 1₁ - 1₂ A₁ - A₂ (Hint: Use these 4 equation) (1) (2) (3) ezt + [A]eg (4)
Transcribed Image Text:Given that the three-state model equation are d[A] dt d[B] dt d[C] dt [A] = -a[A] + B[B] = a[A] - (8+)[B] + S[C] = = [B] - S[C]. Find the solution for concentration [B] and [C] when the solution for concentration [A] is given by -aT - A₂(T - [Aleg) Art aT + A₁(T - [A]eg) +! 1₁ - 1₂ A₁ - A₂ (Hint: Use these 4 equation) (1) (2) (3) ezt + [A]eg (4)
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