Math List I with List II : $\omega \ne1$ is a cube root of unity. LIST I LIST II A. $\log _4(\log _3(81))=$ I. 0 B. ${3}^{4\log _9(7)}={7}^k$, then k = II. 3 C. ${2}^{\log _3(5)}-{5}^{\log _3(2)}=$ III. 1 D. $\log _2[\log _2(256)]=$ IV. 2
Choose the correct answer from the options given below:
| LIST I | LIST II |
| A. $\log _4(\log _3(81))=$ | I. 0 |
| B. ${3}^{4\log _9(7)}={7}^k$, then k = | II. 3 |
| C. ${2}^{\log _3(5)}-{5}^{\log _3(2)}=$ | III. 1 |
| D. $\log _2[\log _2(256)]=$ | IV. 2 |
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