THM question: Total Hotel Management Question. A Hotel in Manchester called the Inglis Budget at Salford quays gets 12 bookings a day on average for four nights per booking and the average night costs £60 a night. What do they earn per day? What do they earn per day on bookings? If they get 70 orders per day on food at £15.00 per day, what do they earn per day on food? If the Vat collection is based on 20% what is the VAT earned per day, per week or per MONTH on all transactions? What is the VAT earned per day of the rate is 49%?
THM question: Total Hotel Management Question. A Hotel in Manchester called the Inglis Budget at Salford quays gets 12 bookings a day on average for four nights per booking and the average night costs £60 a night. What do they earn per day? What do they earn per day on bookings? If they get 70 orders per day on food at £15.00 per day, what do they earn per day on food? If the Vat collection is based on 20% what is the VAT earned per day, per week or per MONTH on all transactions? What is the VAT earned per day of the rate is 49%?
Here are the step-by-step calculations and answers for the Total Hotel Management (THM) question:
1. Earnings Breakdown
Daily Booking Revenue
Each booking generates 4 nights of room stay at £60.00 per night:
- Value per booking: 4 \text{ nights} \times £60.00 = £240.00
- Total Daily Booking Revenue: 12 \text{ bookings} \times £240.00 = £2,880.00
Daily Food Revenue
- Total Daily Food Revenue: 70 \text{ orders} \times £15.00 = £1,050.00
Total Combined Revenue per Day
- Total Daily Revenue: £2,880.00 \text{ (Bookings)} + £1,050.00 \text{ (Food)} = £3,930.00
2. VAT Calculations (at 20%)
Depending on whether your course treats prices as Tax-Exclusive (VAT added on top) or Tax-Inclusive (VAT built into the price), both common interpretations are detailed below:
Method A: Tax-Exclusive (VAT added to gross sales)
- VAT per Day: £3,930.00 \times 20\% = £786.00
- VAT per Week (7 days): £786.00 \times 7 = £5,502.00
- VAT per Month (30 days): £786.00 \times 30 = £23,580.00 (or £23,907.50 based on an average 30.42-day month)
Method B: Tax-Inclusive (VAT extracted from gross total)
- VAT Fraction: \frac{20}{120} = \frac{1}{6}
- VAT per Day: £3,930.00 \div 6 = £655.00
- VAT per Week (7 days): £655.00 \times 7 = £4,585.00
- VAT per Month (30 days): £655.00 \times 30 = £19,650.00 (or £19,922.92 based on an average 30.42-day month)
3. VAT Collected per Day at 49% Rate
- Tax-Exclusive Method: £3,930.00 \times 49\% = £1,925.70
- Tax-Inclusive Method: £3,930.00 \times \left(\frac{49}{149}\right) = £1,292.42
Summary Table
| Metric | Tax-Exclusive (Added) | Tax-Inclusive (Built-in) |
|---|---|---|
| Earnings per Day (Bookings) | £2,880.00 | £2,880.00 |
| Earnings per Day (Food) | £1,050.00 | £1,050.00 |
| Total Daily Revenue | £3,930.00 | £3,930.00 |
| VAT per Day (20%) | £786.00 | £655.00 |
| VAT per Week (20%) | £5,502.00 | £4,585.00 |
| VAT per Month (20% / 30-day) | £23,580.00 | £19,650.00 |
| VAT per Day (49%) | £1,925.70 | £1,292.42 |
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