For the first four problems calculate the determinant, and then determine if the matrix has an inverse. |
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For the next two problems determine if the two matrices are inverses of each other, and then select true or false. |
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5) True or False? These matrices are inverses of each other. |
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6) True or False? These matrices are inverses of each other. |
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For the next two problems find the inverse matrix, if it exists. If the inverse does not exist, write “no inverse”. If the inverse does exist, just type the answer (by rows) without the matrix symbols. |
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7) Find the inverse matrix, if it exists. |
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4000 character(s) left Your answer is too long. |
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8) Find the inverse matrix, if it exists. |
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4000 character(s) left Your answer is too long. |
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For the next two problems write the matrix equation that represents each system. Type the answer, by rows, without the matrix symbols. |
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9) Write the matrix equation that represents this system. Just type the answer, by rows, without the matrix symbols. |
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4000 character(s) left Your answer is too long. |
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10) Write the matrix equation that represents this system. Just type the answer, by rows, without the matrix symbols. |
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4000 character(s) left Your answer is too long. |
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For the next two problems write the system of equations represented by each matrix equation. |
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11) Write the system of equations represented by this matrix equation. |
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4000 character(s) left Your answer is too long. |
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12) Write the system of equations represented by this matrix equation. |
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4000 character(s) left Your answer is too long. |
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For the next two problems solve each system of equations by using matrices. |
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15) Which of the following matrices have a determinant? Explain. |
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4000 character(s) left Your answer is too long. |
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16) If you were directed by your school to complete Offline Activities for this course, please enter the information on the Log Entry form. |
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