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If the order of two matrices A & B are mxn & pxm respectively then order of BA is ?
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m*m.. i guess..
mxp , pxn , nxp , pxm
oh not in the options.. mm.
\[\mathbf{A}_{mn},\qquad\mathbf{B}_{pm}\] \[\mathbf{B}_{pm}\mathbf{A}_{mn}=\]
Oh its asking for BA.. p*n..
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*Product of the n Geometric means b/w a & b is
note that matrices can only be multiplied when the columns of the first matrix equals the rows of the second matrix , and the the matrix product has the same number of rows as the first , and the same number of columns as the second
so can u brief me on the next question above ^^
Can you (close this question and ) ask it as a new question
anyone there??
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