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+1

+00:00:00,110 --> 00:00:03,090

+Now that we talked about requirements prioritization, let's try to see

+

+2

+00:00:03,090 --> 00:00:06,110

+how this might work in practice. Imagine that you have collected the

+

+3

+00:00:06,110 --> 00:00:09,560

+folowing set of five requirements for an ATM system, but only

+

+4

+00:00:09,560 --> 00:00:12,680

+have resources to satisfy two of them. Possibly three. I would like

+

+5

+00:00:12,680 --> 00:00:15,550

+for you to look at this list and suitablely prioritize the

+

+6

+00:00:15,550 --> 00:00:19,220

+requirements by marking them as mandatory, in this case you're going to put

+

+7

+00:00:19,220 --> 00:00:21,840

+an M in the space. Nice to have, in this case you're

+

+8

+00:00:21,840 --> 00:00:25,350

+going to put an N. Or superfluous, in this case you're going to put

+

+9

+00:00:25,350 --> 00:00:28,005

+an S. This is the set of requirements, the first one

+

+10

+00:00:28,005 --> 00:00:30,342

+says that the system shall check the PIN of the ATM

+

+11

+00:00:30,342 --> 00:00:33,863

+card before allowing the customer to perform an operation. The second

+

+12

+00:00:33,863 --> 00:00:37,575

+says that the system shall perform an additional biometric verification of

+

+13

+00:00:37,575 --> 00:00:40,881

+the customer identity for example a check of the customer's finger

+

+14

+00:00:40,881 --> 00:00:44,294

+prints before it allows the customer to perform an operation. Then

+

+15

+00:00:44,294 --> 00:00:47,466

+we have that the system shall allow customers to withdraw cash

+

+16

+00:00:47,466 --> 00:00:50,580

+using an ATM card. The system shall allow customer to deposit

+

+17

+00:00:50,580 --> 00:00:53,350

+money using an ATM card. And the system shall allow

+

+18

+00:00:53,350 --> 00:00:56,330

+customers to change the pin of their ATM card. So again,

+

+19

+00:00:56,330 --> 00:01:00,600

+mark those as mandatory, nice to have, or superfluous considering the

+

+20

+00:01:00,600 --> 00:01:04,170

+fact that you can satisfy only two, possibly three of them.