Respuesta :
Answer:
Satish will pay $64.8
Step-by-step explanation:
Kilometres when Satish is alone
150 kilometres in the beginning
150 kilometres in the end
Total: 300 kilometres
Kilometres when Satish is with friends
Total km: 2100
Satish Travelled alone: 300
Kilometres when Satish is with friends: 2100-300 = 1800 km
Litres of gas when Satish is alone
6 litres of gas per 100 kilometres
6 x 3 for 300 kilometres = 18 litres
Litres of gas when Satish is with friends
6 litres of gas per 100 kilometres
6 x 18 for 1800 kilometres = 108 litres
Cost of gas when Satish is alone
$1.2 per litre
18 x 1.2 = $21.6
Cost of gas when Satish is with friends
$1.2 per litre
108 x 1.2 = $129.6
Cost for each friend = $129.6/3 = $43.2
Satish will pay: Cost when travelled with friends + Cost when travelled alone
=$43.2+ $21.6
=$64.8
So, Satish will pay $64.8
Answer:
He will pay $ 64.8
Step-by-step explanation:
Given,
The total distance of the trip = 2100 km,
∵ Sathish pick up his 2 friends 150 kilometers after he begins the trip and drop off when there are 150 kilometer remaining.
So, the number of kilometres for which he and his friends pay the costs = 2100 - (150+150)
= 2100 - 300
= 1800 km,
Now, the quantity of gas for 100 km = 6 liters,
So, the quantity of gas for 1800 km = 18 × 6 = 108 liters,
If the cost of gas is $ 1.20 per liters,
Then the total cost paid by them ( when satish is not alone )
[tex]=\text{gas consumed in liters}\times \text{cost per liters}[/tex]
[tex]=108\times 1.2[/tex]
[tex]=\$ 129.6[/tex]
∵ they split this cost evenly,
So, the share of satish ( when he is with his friend ) = [tex]\frac{129.6}{3}[/tex] = $ 43.2
For the remaining 300 km, he paid the cost of gas,
Again, the quantity of gas for 100 km = 6 liters
⇒ The quantity of gas for 300 km = 18 liters,
Thus, the cost he paid when he was alone = 18 × cost of gas for 1 liter
= 18 × 1.2
= $ 21.6
Hence, the total amount paid by satish = $ 43.2 + $ 21.6 = $ 64.8