Lee, a singer, is putting together a backup band for a recording and posted an advertisement looking for musicians . He got replies from 6 lead guitarists and 8 drummers. In addition, 3 bassists replied Finally, Lee got 5 replies from rhythm guitarists. How many different backup bands is it possible for Lee to put together? square bands

Lee needs one of each type of musician: a lead guitarist, a drummer, a bassist, and a rhythm guitarist.<br /><br />* He has 6 choices for the lead guitarist.<br />* He has 8 choices for the drummer.<br />* He has 3 choices for the bassist.<br />* He has 5 choices for the rhythm guitarist.<br /><br />To find the total number of different backup bands Lee can put together, we multiply the number of choices for each position:<br /><br />6 * 8 * 3 * 5 = 720<br /><br />So, Lee can put together 720 different backup bands.<br /><br />Final Answer: The final answer is $\boxed{720}$<br />