Math, asked by abhi16637, 10 months ago

which option will be correct pls tell me me guys with explanation ​

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Answered by Anonymous
3

\huge\bigstar\huge\mathcal{\underline{ \underline{AnsweR}}}\red\bigstar

\boxed{\boxed{\large\red{option(c) \rightarrow9}}}

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A matrix is of order of 3×3

A_{3×3} \:

now given that ......

|A|=3

therefore...

now we know that for a matrix A of order n ..

 \implies A{}^{-1}=\frac{adj(A)}{|A|} \\now \:  \: w e  \: know \: that.... \\  \rightarrow A.A{}^{-1} = I \\ \rightarrow A. \frac{adj(A)}{|A|}= I \\  \rightarrow A.adj(A) = |A|.I  \\   \rightarrow  |A.adj(A) | = |A| {}^{n}  \\ \rightarrow |A|  |adj(A)| =  |A| {}^{n}  \\  \rightarrow  |adj(A)| =  \frac{|A| {}^{n}}{|A| }  \\   \rightarrow  |adj(A)| = |A|  {}^{n - 1}  \\ now \: given \:  |A|   = 3 \: and \:  \: n = 3( \because \: order \: is \: 3) \\ \rightarrow  |adj(A)| = 3 {}^{3 - 1}  \\ \rightarrow  |adj(A)| = 3 {}^{2}  \\ \rightarrow  |adj(A)| = 9

\large\mathfrak{...hope\: this \:helps\: you.....}

#answerwithquality & #BAL

Answered by missNAV143957
0

SSA PUNJABIO

KI HAAL CHAL........

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