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The value of $\begin{vmatrix}2^x&1&6^x\\4^x&1&3^x\\2^x&1&6^x\end{vmatrix}$, where $x≠0$; is: |
0 $2^x+3^x$ $3^x+4^x$ $4^x+6^x$ |
0 |
The correct answer is Option (1) → 0 $\Delta = \begin{vmatrix} 2^x & 1 & 6^x \\ 4^x & 1 & 3^x \\ 2^x & 1 & 6^x \end{vmatrix}$ Since Row 1 = Row 3, determinant = 0. $ \Delta = 0$ |
