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Question 1 Exercise 5.3

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B=0 \text { and } A-B=1 $$ Solving the above two equations for $A$ and $B$, we get \begin{align}A&=\dfrac{1}... \text{and} \quad 2 A-B=1$$ Solving the above two equations $$A=\dfrac{1}{3}\quad\text{and} B=-\dfrac{1}{3}$$... d \text{ and} \quad 4 A-5 B=1$$ Solving the above equations for $A$ and $B$ we get $A=\dfrac{1}{9}$ and $B=-

Question 4 Review Exercise

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\cdot n$ and constant terms on the both sides of equations, we get $$A+B+C=0 \quad 15 A+6 B-3 C=0$$ $$4 A+8 B-2 C=1$$ Solving these three equations for the constants $A, B$ and $C$ we get $A=\dfra

Question 2 & 3 Exercise 5.4

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d \text{and}\quad 2 A-B=1$$ Solving the above two equations for $A$ and $B$ we get $$A=\dfrac{1}{3}\quad\tex