In Exercises 35–42, use technology to find the inverse of the given matrix (when it exists). Round all entries in your answer to two decimal places. [Caution: Because of rounding errors, technology sometimes produces an “inverse” of a singular matrix. These often can be recognized by their huge entries.] [ 2.1 2.4 3.5 6.1 − 0.1 2.3 − 0.3 − 1.2 0.1 ]
In Exercises 35–42, use technology to find the inverse of the given matrix (when it exists). Round all entries in your answer to two decimal places. [Caution: Because of rounding errors, technology sometimes produces an “inverse” of a singular matrix. These often can be recognized by their huge entries.] [ 2.1 2.4 3.5 6.1 − 0.1 2.3 − 0.3 − 1.2 0.1 ]
Solution Summary: The author calculates the inverse of the matrix left[cc2.1&2.4&3.5 6.1&
In Exercises 35–42, use technology to find the inverse of the given matrix (when it exists). Round all entries in your answer to two decimal places. [Caution: Because of rounding errors, technology sometimes produces an “inverse” of a singular matrix. These often can be recognized by their huge entries.]
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