Try to learn something about everything, and everything about somethingThomas Huxley “Darwin's bulldog” (1824-1895)

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public:calculator:guides:dm32_simultaneos_equations [17/04/26 19:10 BST] – [3 x 3] johnpublic:calculator:guides:dm32_simultaneos_equations [18/04/26 06:53 BST] (current) – [Use] john
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 '' ''
 +
  
 This is effectively This is effectively
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 The unknown matrix is obtained by multiplying ''B'' by the ''inverse of A'' The unknown matrix is obtained by multiplying ''B'' by the ''inverse of A''
  
 +They are entered sequentially in the order 
  
 +''ABCDEFGHIJKL''
  
 ===== Use ===== ===== Use =====
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     * find the determinant of the coefficient matrix with prog ''D''     * find the determinant of the coefficient matrix with prog ''D''
       * this is not required for a simple solution, but might be useful for other purposes?       * this is not required for a simple solution, but might be useful for other purposes?
-    * find the inverse of the coefficient matrix A with prog. ''I''+    * **I**nvert the coefficient matrix A with prog. ''I''
       * <key>XEQ</key> <key>'I'</key>       * <key>XEQ</key> <key>'I'</key>
-    * Multiply the column vector by this inverse matrix using prog. M+    * **M**ultiply the column vector by this inverse matrix using prog. ''M''
       * <key>XEQ</key> <key>'M'</key>       * <key>XEQ</key> <key>'M'</key>
       * This gives the resulting ''X'', ''Y'' and ''Z'' by pressing <key>R/S</key> to step through them       * This gives the resulting ''X'', ''Y'' and ''Z'' by pressing <key>R/S</key> to step through them
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 ==== 3 x 3 ==== ==== 3 x 3 ====
  
-'' +A system of equations with 3 unknowns ''x'', ''y'' and ''z'' 
-23x + 15y + 17z = 31 + 
- 8x + 11y -  6z = 17 + 
- 4x + 15y + 12z = 14 +''23x + 15y + 17z = 31'' 
-''+ 
 +'' 8x + 11y -  6z = 17'' 
 + 
 +'' 4x + 15y + 12z = 14''
  
 <note> <note>
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-{{tag>calculatordm32}}+{{tag>calculator dm32}}
  
 Page created  : 17/04/26 18:10 BST Page created  : 17/04/26 18:10 BST

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