Case I: No boy is included. Selecting 4 girls from 6 girls =6C4 Selecting 1 captain from selected members =4C1 Total number of ways =6C4×4C1=60 Case II: One boy is included. Selecting 3 girls and 1 boy from given members =6C3×4C1. Selecting 1 captain from the selected members =4C1 Total Number of ways =6C3×4C1×4C1=320. ∴ Total Number of ways =320+60=380.