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Question

In an entertainment programme, $$250$$ tickets of $$Rs.400$$ and $$500$$ tickets of $$Rs.100$$ were sold. If the entertainment tax is $$40\%$$ on ticket of $$Rs.400$$ and $$20\%$$ on ticket of $$Rs.100,$$ find how much entertainment tax was collected from the programme.


Solution

$$250$$ tickets of cost $$400$$ per ticket
$$= 250 \times 400 = 100000$$
$$500$$ tickets of cost $$100$$ per ticket
$$= 500 \times 100 = 50000$$
Tax on tickets of $$Rs.400$$
$$= \dfrac{40}{100} \times 100000 = Rs.40000$$
Tax on tickets of $$Rs.100$$
$$= \dfrac{20}{100} \times 50000 = Rs.10000$$
Therefore, total collected tax from the programme,
$$= 40000 + 10000$$
$$= Rs.50000$$

Maths

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