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Question

The table represents the prices for round-trip airplane tickets offered by Mumbai to New Delhi. Airlines C and E offer six non-stop flights each to New Delhi throughout the day at the prices shown in the table. Each airline flight can hold 170 passengers. If all Airline C's flights are filled to its capacity and all Airline E's flights are filled to 90% of its capacity, how much more revenue does Airline E generate than Airline C?


ABCDEFGH
Non-stopNA$340.20$340.20$536.20$380.19$382.20$383.95$429.00
1+ stops$332.20$376.70NA$363.19$395.59$386.20$392.45$493.99

  1. $2010.42
  2. $1005.21
  3. $20394.90
  4. $40789.80

A
$40789.80
B
$1005.21
C
$2010.42
D
$20394.90
Solution
Verified by Toppr

Airline E revenue = cost per ticket × (No. of passengers) × (No. of trips)
No. of passengers of E=90100of170=153
Cost =380.19
Airline E revenue =380.18×153×6=349014.42$
Airline C revenue =340.20×170×6=347004$
Difference =2010.42$

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The table represents the prices for round-trip airplane tickets offered by Mumbai to New Delhi. Airlines C and E offer six non-stop flights each to New Delhi throughout the day at the prices shown in the table. Each airline flight can hold 170 passengers. If all Airline C's flights are filled to its capacity and all Airline E's flights are filled to 90% of its capacity, how much more revenue does Airline E generate than Airline C?


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Non-stopNA$340.20$340.20$536.20$380.19$382.20$383.95$429.00
1+ stops$332.20$376.70NA$363.19$395.59$386.20$392.45$493.99

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