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Published byAmberlynn Townsend Modified over 7 years ago
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Section 10.3 and Section 9.3 Systems of Equations and Inverses of Matrices
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NO CALCULATOR Given the system of equations A) Set up a matrix equation to solve the system. B)Solve the matrix equation, writing your final answer as an ordered pair (x, y). Show the work that leads to your answer.
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NO CALCULATOR Given the system of equations A) Set up a matrix equation to solve the system. B)Solve the matrix equation, writing your final answer as an ordered pair (x, y). Show the work that leads to your answer.
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NO CALCULATOR Given the system of equations A) Set up a matrix equation to solve the system. B)Solve the matrix equation, writing your final answer as an ordered pair (x, y). Show the work that leads to your answer.
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NO CALCULATOR Given the system of equations A) Set up a matrix equation to solve the system. B)Solve the matrix equation, writing your final answer as an ordered pair (x, y). Show the work that leads to your answer.
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CALCULATOR REQUIRED Enter the following matrices into your calculator:
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CALCULATOR REQUIRED Using a calculator, solve the system: is already entered into your calculator needs to be entered into your calculator [B] Compute det A Compute
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CALCULATOR REQUIRED Using a calculator, solve the system: is already entered into your calculator needs to be entered into your calculator [B] Compute det C Compute
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CALCULATOR REQUIRED Using a calculator, solve the system: is already entered into your calculator needs to be entered into your calculator [B] Compute det D Since det D = 0, There is NO UNIQUE SOLUTION
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CALCULATOR REQUIRED Using a calculator, solve the system: is already entered into your calculator needs to be entered into your calculator [B] Compute
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CALCULATOR REQUIRED Using a calculator, solve the system: is already entered into your calculator needs to be entered into your calculator [B] Compute
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CALCULATOR REQUIRED Using a calculator, solve the system: is already entered into your calculator needs to be entered into your calculator [B] Compute
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