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Do your best to solve each one. Always explain your reasoning - what concepts you are drawing on , how you are moving from step
Do your best to solve each one. Always explain your reasoning what concepts you are drawing on how you are moving from step to step, why your conclusions
are plausible. Even if you can't completely solve a problem, describe how you would approach it and why.
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Problem Selling Tickets and Making Change
A university event requires a fifty dirham "donation" per attendee. Assume that every person who comes to the event pays with cash and each one has either a
Dhs bill or a bill. The team that collects payment at the door neglected to get any small bills to be able to make change. If at least as many attendees pay
with as pay with then the ticket sellers will not have to issue anyone an "IOU" I owe you and send them their change later.
Suppose people come to the event and every individual pays for their own "ticket" and that by the end of the evening there were exactly with Dhs notes
and exactly with Dhs notes. We want to think about different the implications of them arriving in different orders. For example, if all the people with
arrived first then we would need to issue IOUs.
What problem that you have seen in your preclass work does this problem bear a resemblance to
How can you use that analogous problem to give a geometric interpretation of sequences of arrivals of people with and people with that never require an
IOU to be issued.
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