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system analysis and design Process Description Tools (a) Airlines have suffered declining passenger numbers due to Covid and fear of travelling. To combat this, Aerireland

system analysis and design
Process Description Tools
(a)
Airlines have suffered declining passenger numbers due to Covid and fear of travelling. To combat this, Aerireland has introduced a
promotional discount card, called AerPass. The rules are as follows:
If you hold an over 60s AerPass card, you get a 34% discount on whatever ticket you buy.
If you are traveling with a child (under 16), you can get a 50% discount on any ticket if you hold a family AerPass card, otherwise
you get a 10% discount.
You can only hold one type of AerPass card.
Produce a Decision Table, showing all the combinations of ticket price types and resulting discounts.
b)Joan Newton is a property owner, who owns several apartments. Joan is considering refurbishing her apartments and is faced with a
difficult decision. She has narrowed down her choices to three options A, B and C, as described below:
A large-scale investment (A) to improve her flats. This could produce a substantial pay-off in terms of increased revenue net of costs but
will require an investment of 1,400,000. After extensive market research it is considered that there is a 40% chance that a pay-off of
2,500,000 will be obtained, but there is a 60% chance (probability) that it will be only 800,000.
A smaller scale project (B) to re-decorate her premises. At 500,000 this is less costly but will produce a lower pay-off. Research data
suggests a 30% chance (probability) of a gain of 1,000,000 but a 70% chance (probability) of it being only 500,000.
Continuing the present operation without change. It will cost nothing, but neither will it produce any pay-off. Clients will be unhappy,
and it will become harder and harder to rent the flats out when they become free.
i. Help Joan unscramble these written procedures by preparing a Decision Tree
il. Calculate the Expected values and Net Expected values for each of the three options described above, using the following
formulas:
Expected Value
= Outcomes * Probability
Net expected value = expected value - cost

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