I have tried proving for $a^{log_a(b)}=b$ , but I feel is incorrect, so how can I prove this?
I have proved it as follows:
$log_aa^{log_a(b)}=log_ab$
$log_a(b)log_aa= log_ab$
$log_a(b)= log_ab$
I have tried proving for $a^{log_a(b)}=b$ , but I feel is incorrect, so how can I prove this?
I have proved it as follows:
$log_aa^{log_a(b)}=log_ab$
$log_a(b)log_aa= log_ab$
$log_a(b)= log_ab$