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有限数学 示例
解题步骤 1
解题步骤 1.1
Two matrices can be multiplied if and only if the number of columns in the first matrix is equal to the number of rows in the second matrix. In this case, the first matrix is and the second matrix is .
解题步骤 1.2
将第一个矩阵中的每一行乘以第二个矩阵中的每一列。
解题步骤 1.3
通过展开所有表达式化简矩阵的每一个元素。
解题步骤 2
解题步骤 2.1
Consider the corresponding sign chart.
解题步骤 2.2
The cofactor is the minor with the sign changed if the indices match a position on the sign chart.
解题步骤 2.3
The minor for is the determinant with row and column deleted.
解题步骤 2.4
Multiply element by its cofactor.
解题步骤 2.5
The minor for is the determinant with row and column deleted.
解题步骤 2.6
Multiply element by its cofactor.
解题步骤 2.7
The minor for is the determinant with row and column deleted.
解题步骤 2.8
Multiply element by its cofactor.
解题步骤 2.9
Add the terms together.
解题步骤 3
将 乘以 。
解题步骤 4
将 乘以 。
解题步骤 5
将 乘以 。
解题步骤 6
解题步骤 6.1
将 和 相加。
解题步骤 6.2
将 和 相加。