Question $/(1$ point$)$

Dante is an overworked clerk in a store that is open $6$ days a week, $14$ hours a day,

with clerks working $7-$hour shifts. Dante gets exactly $1$ day off $($that is$,1$ day where

the store is open, but Dante isn't working$)$ each week. On workdays, Dante always

works the earlier shift, but sometimes has to work a double shift $($work the whole

$14$ hours$).$ Next week, Dante has to work $2$ double shifts. How many different

schedules could Dante have next week?

$(\frac{7}{3})$

$(\frac{6}{1})(\frac{6}{2})2^3$

$(\frac{6}{1})(\frac{6}{2})$