Question

The flight ticket rates for a round-trip (Mumbai->Dubai) were as follows:
Rate per Adult: Rs. 37550.0
Rate per Child: 1/3rd of the rate per adult
Service Tax: 7% of the ticket amount (including all passengers)
As it was a holiday season, the airline also offered 10% discount on the final ticket cost (after inclusion of the service tax).
Find and display the total ticket cost for a group which had adults and children.

Answer 1

The 1/3rd amt of37550 is 12516 of child. And when we add both of rate we get 50066Rs
and the we would to find 7% service tax i.e 3503Rs therefore total amt is 53569Rs and we substract 10% of discount amt will be 48202.75Rs
The total ticket will be 48202.75Rs

Answer 2

Given: The flight ticket rates for a round-trip (Mumbai->Dubai) were as follows:

Rate per Adult: Rs. 37550.0

Rate per Child: 1/3rd of the rate per adult

Service Tax: 7% of the ticket amount (including all passengers)

As it was a holiday season, the airline also offered 10% discount on the final ticket cost (after inclusion of the service tax).

To find: The total ticket cost for a group which had adults and children.

Solution: The total ticket cost for a group which had adults and children is (36160.65 x + 12053.55 y).

Let the total number of adults in the group be x and the total number of children be y. So, the rate per adult after including the service tax and discounting it by 10% can be calculated as shown below.

$37550 + (\frac{7}{100} * 37550) = 40178.5$

$40178.5 - (\frac{10}{100} *40178.5) = 36160.65$

Now, the rate per child can be calculated as follows.

$\frac{1}{3} * 37550 = 12516.67$

So, the rate per child after including the service tax and discounting it by 10% can be calculated as shown below.

$12516.67 + (\frac{7}{100} * 12516.67 ) = 13392.83$

$13392.83 - (\frac{10}{100} *13392.83 ) = 12053.55$

Thus, the total cost for the group would be

$36160.65 \: x + 12053.55 \: y$

Therefore, the total ticket cost for a group which had adults and children is (36160.65 x + 12053.55 y).