Study the chart and answer the questions below it.
Which age range shows the smallest number of sales per enquiry?
Correct answer: A
Explanation Calculate the sales per enquiry of each age group 16 - 24 = 12/36 = 0.33 25 - 34 = 0.36 35 - 44 = 0.48 45 - 54 = 0.35 54 - 64 = 0.47 65 and over = 0.6 Hence 16 - 24 years has the smallest sales per inquiry.
You have to book three rooms for three days that will seat a total of 107 people between them each day. You also need refreshments for the first two days and lunch and refreshments on the third for all 107. What is the cheapest you can get this for if you have a voucher offering a 5% discount on the Lennon Room (but not for food and refreshments) for all three days?
Correct answer: C
Explanation €7,983
You book the Verdi Room for four days and are given a 25% discount on Lunch and Refreshments (but not on the Room Hire). If you have total budget of €8,100 to cover the cost of the room, Lunch and Refreshments, how many delegates could you afford each day if you have to buy them Lunch and Refreshments?
Explanation Budget for the room for 4 days = 510 x 4 = €2,040 Budget for lunch and refreshment for 4 days = 8100 - 2040 = €6060 Budget for lunch and refreshment for a day = 6060/4 = €1515 Lunch and refreshment per person per day = €28 -(25% x 28) = €21 Affordable number of delegates each day = 1515/21 = 72
You have booked the Dylan Room for five days with lunch and refreshments for 43 people but have to increase this to 49 people so you will use the Lennon Room instead. How much more will these changes cost you?
Explanation Cost of Dylan room for 5 days is (400 x 5)= €2000 Lunch and refreshment for 43 people for 5 days = (43 x 5 x €28) = €6020 Total cost=€8020 Using the Lennon room: Room cost for 5 days = €2100 Lunch and refreshment for 49 people for 5 days = €6860 Total cost = €8960 Therefore, these changes will cost 8960 - 8020 = €940
You need to book two rooms which between them will seat 72 people. Which of the options given below would offer this at the lowest price?
Correct answer: E
Explanation
Combined Seating Capacity
Price Haydn & Lennon 80 €720 Brahms & Haydn 60 €550 Brahms & Lennon 80 €670 Dylan & Haydn 75 €700 Haydn & Lennon 75 €650 Thus, the option with the lowest price that can seat 72 people is Haydn & Lennon.