An aeroplane has 4 seats for passengers. Those willing to pay first class fares can take 60 kg of baggage each, but tourist class passengers are restricted to 20kg each. The plane can carry only 120 kg of baggage altogether . To find the number of passengers of each kind use cramer's rule
Matrix question
Answers
Given : An aeroplane has 4 seats for passengers.
first class fares can take 60 kg of baggage each
tourist class passengers are restricted to 20kg each.
The plane can carry only 120 kg of baggage altogether
To Find : the number of passengers of each kind
use cramer's rule
Solution:
first class fares Passenger = x
tourist class passengers = y
x + y = 4
60x + 20y = 120
=> 3x + y + 6
x + y = 4
3x + y + 6
=> x = (4 - 6)/-2
=> x = 1
=> y = (6 - 12)/-2
=>y = 3
number of passengers in first class = 1
number of passengers in tourist class = 3
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Step-by-step explanation:
✰ Question ⤵
An aeroplane has 4 seats for passengers. Those willing to pay first class fares can take 60 kg of baggage each, but tourist class passengers are restricted to 20kg each. The plane can carry only 120 kg of baggage altogether . To find the number of passengers of each kind use cramer's rule
✰ Given ⤵
An aeroplane has 4 seats for passengers.
first class fares can take 60 kg of baggage each
tourist class passengers are restricted to 20kg each.
The plane can carry only 120 kg of baggage altogether
✰ To Find ⤵
The number of passengers of each kind
use cramer's rule
✰ Solution ⤵
An aeroplane has 4 seats for passengers.
first class fares can take 60 kg of baggage each
tourist class passengers are restricted to 20kg each.
The plane can carry only 120 kg of baggage altogether
To Find : the number of passengers of each kind
use cramer's rule
Solution:
first class fares Passenger = x
tourist class passengers = y
x + y = 4
60x + 20y = 120
=> 3x + y + 6
x + y = 4
3x + y + 6
=> x = (4 - 6)/-2
=> x = 1
=> y = (6 - 12)/-2
=> y = 3
- Number of passengers in first class = 1
- Number of passengers in tourist class = 3
Hope it helpful.. ✨️