Answer:
![(24)/(13) \ [hour].](https://img.qammunity.org/2022/formulas/mathematics/high-school/3c0h1q53cwkbhp9fxrjn2xyt4fpcgv914v.png)
Explanation:
1) if all the work is 1, then the performance/efficiency/productivity for Abby is 1/6, for Brian is 1/8 and for Charles is 1/4;
2) if the performance/efficiency/productivity are 1/6; 1/8 and 1/4, then it is possible to make up for all work was done ('t' - required time):

3) if to solve the equation above, then t=24/13 [hour]≈111 [min].
P.S. the suggested solution is not the only, there are several ways to solve this task.