The problem refers to a section of Flamingo Airways schedule. We are asked to find: (c) the average speed of the plane between Exuma and Nassau, given the distance is 210 km, and the flight information in the table. (d) which flight arrived at 1930 hours. (e) the arrival time of flight 350 in 24-hour clock form.

1. Problem Description

The problem refers to a section of Flamingo Airways schedule. We are asked to find:

(c) the average speed of the plane between Exuma and Nassau, given the distance is 210 km, and the flight information in the table.

(d) which flight arrived at 1930 hours.

(e) the arrival time of flight 350 in 24-hour clock form.

2. Solution Steps

(c) First, find the flight from Exuma to Nassau. It's flight

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1. Departure time from Exuma: 9:30

Arrival time in Nassau: 10:15

Flight duration: $10:15 - 9:30 = 45$ minutes $= \frac{45}{60}$ hours $= \frac{3}{4}$ hours $= 0.75$ hours.

Distance between Exuma and Nassau: 210 km

Average speed $= \frac{Distance}{Time} = \frac{210}{0.75} = 280$ km/h

(d) We are looking for a flight that arrived at 1930 hours (7:30 PM).

Looking at the 'Nassau to Exuma' table, flight 370 arrives at 18:30 which is not 19:30

Looking at the 'Exuma to Nassau' table, flight 371 arrives at 19:30

So, flight 371 arrived at 1930 hrs.

(e) Flight 350 departs from Nassau at 8:30 and arrives at Exuma at 9:

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5. The arrival time in 24-hour clock form is 09:

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5.

3. Final Answer

(c) 280 km/h

(d) 371

(e) 09:15