AII solving systems with a graphing calc

AII solving systems with a graphing calc - • Enter the...

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AII – Solving Systems on a Calculator Name: ________________ Let’s solve the following system using the inverse matrix method and a graphing calculator - = - + = + = + + 9 3 2 4 5 4 4 2 z y x y x z y x STEP 1: Write out the coefficient matrix, the variable matrix, and the constant matrix . STEP 2: Enter these matrices in to your calculator . ENTERING YOUR COEFFICIENT MATRIX Open the matrix menu [2 nd ] [ x -1 ] Arrow over to EDIT and select Matrix A. Press [ENTER] Enter the dimensions of your matrix (it should be a 3x3) Enter each of the elements by pressing the number you would like, then the enter key. ( Your screen should look like figure A ) QUIT [2 nd ] [MODE] ENTERING YOUR CONSTANT MATRIX Open the matrix menu [2 nd ] [ x -1 ] Arrow over to EDIT and select Matrix B. Press [ENTER]
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Unformatted text preview: • Enter the dimensions of your matrix (it should be a 3x1) • Enter each of the elements by pressing the number you would like, then the enter key. ( Your screen should look like figure B ) SOLVING YOUR SYSTEM • Make sure you have a blank screen (press [2 nd ] [MODE] or [CLEAR]) • Open the matrix menu [2 nd ] [ x-1 ] • Select Matrix A by pressing enter • Tell the calculator you want the inverse of Matrix A by pressing [ x-1 ] • Press [X] • Open the matrix menu and select Matrix B • Press enter and your calculator gives you your answer matrix ( Figure C ). You need to interpret it and write your answer in the correct form. ANSWER: ____________...
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This note was uploaded on 05/13/2011 for the course MTH 98 taught by Professor Johnson during the Fall '09 term at Grand Valley State.

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