Value of $\log_3 \log_2 \log_{\sqrt{a}} (a^{b\cdot 2}) \,$-form expression $\log_a \log_a \log_{\sqrt[a]{a}} (a^{a^b})$

Question

Value of $\log_3 \log_2 \log_{\sqrt{a}} (a^{b\cdot 2}) \,$-form expression $\log_a \log_a \log_{\sqrt[a]{a}} (a^{a^b})$ simplifies to:

Accepted Answer

$b$

Answer

$0$

Answer

$1$

Answer

$a$

Value of log⁡3log⁡2log⁡a(ab⋅2) \log_3 \log_2 \log_{\sqrt{a}} (a^{b\cdot 2}) \,log3​log2​loga​​(ab⋅2)-form expression log⁡alog⁡alog⁡aa(aab)\log_a \log_a \log_{\sqrt[a]{a}} (a^{a^b})loga​loga​log simplifies to: