3. Solve the same system from problem 2 using an inverse matrix. Show your inverse matrix and your multiplication.
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SOLVED:(a) Compute the inverse of the coefficient matrix for the system. (b) Use the inverse matrix to solve the system. In cases in which the final answer involves decimals, round to three decimal places. { 2 x+3 y+z+w=3 6 x+6 y-5 z-2 w=15 x-y+z+(1)/(6) w=-3 4 x+9 y+3 z+2 w=-3 .
SOLVED:(a) Compute the inverse of the coefficient matrix for the system. (b) Use the inverse matrix to solve the system. In cases in which the final answer involves decimals, round to three decimal places. { 2 x+3 y+z+w=3 6 x+6 y-5 z-2 w=15 x-y+z+(1)/(6) w=-3 4 x+9 y+3 z+2 w=-3 .
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SOLVED:(a) Compute the inverse of the coefficient matrix for the system. (b) Use the inverse matrix to solve the system. In cases in which the final answer involves decimals, round to three decimal places. { 2 x+3 y+z+w=3 6 x+6 y-5 z-2 w=15 x-y+z+(1)/(6) w=-3 4 x+9 y+3 z+2 w=-3 .
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