Answer
There were 30 adults on the trip to Bahamas.
Step-by-step explanation
To do this, we will take the calculations step by step.
There are 8 airplanes, each with 90 seats.
Total number of seats on all the airplanes = 8 × 90 = 720 seats
Due to social distancing, (1/3) of the seats are taped.
(1/3) × (total number of seats) = (1/3) × 720 = 240 seats taped.
Number of seats available = (Total number of seats) - (Seats taped)
Number of seats available = 720 - 240 = 480
Now, they filled all the available seats in (1/4) of the planes
There are 8 planes on the trip.
480 available seats in total
Each plane will have (480/8) = 60 available seats.
So, (1/4) × 8 planes = 2 planes
So, all 60 × 2 = 120 available seats are filled on two airplanes.
Next, they filled (2/3) of the available seats on (1/3) of the remaining airplanes.
Recall that 2 planes have already been filled.
There are now 8 - 2 = 6 planes left.
(1/3) × 6 planes = 2 planes
On these 2 planes, they filled (2/3) of the available seats
Each plane has 60 available seats.
2 planes will have 2 × 60 = 120 available seats
And they filled (2/3) × 120 = 80 seats on these two planes.
Lastly, they filled 25 seats on the remaining airplanes.
There are 8 airplanes in total.
We've already worked with 4 airplanes and worked out how many seats are filled on them. But now, there will be 8 - 4 = 4 airplanes left,
Each of these 4 airplanes is then only filled by 25 occupants.
Total number of seats filled on these 4 airplanes = 4 × 25 = 100 seats
Total number of seats filled = 120 + 80 + 100 = 300 seats filled in total,
(1/10) of (All passengers) = Adults
All passengers = 300
(1/10) × 300 = 30 adults.
Hope this Helps!!!