This is where the decomposing begins. Separate the equations as shown. Get a common denominator by doing the same thing we did before. Set the equation equal to the original one and add like terms. We will then get a system of 3 equations which we can plug into the matrix. Let us use rref and find A, B, and C and then we will plug in the values as its corresponding term which is the answer at the very bottom leftish.
Monday, November 18, 2013
SP #4 Unit J Concept 5: Partial Fraction Decomposition
We are doing two things. We are solving backwards to get the original equation, and then decomposing it afterwards. In the below equation, let us get a common denominator. Multiply each factor by the value of the term that it does not have as a denominator. We then add like terms to get the "original equation" for our next step.
This is where the decomposing begins. Separate the equations as shown. Get a common denominator by doing the same thing we did before. Set the equation equal to the original one and add like terms. We will then get a system of 3 equations which we can plug into the matrix. Let us use rref and find A, B, and C and then we will plug in the values as its corresponding term which is the answer at the very bottom leftish.
This is where the decomposing begins. Separate the equations as shown. Get a common denominator by doing the same thing we did before. Set the equation equal to the original one and add like terms. We will then get a system of 3 equations which we can plug into the matrix. Let us use rref and find A, B, and C and then we will plug in the values as its corresponding term which is the answer at the very bottom leftish.
Labels: WPP
SP
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