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The procedure to write out what’s on a list is the simplest. next end; wri teln end ; The output of this program will be indistinguishable from that of the program above which uses the simple array representation. Building a list involves first calling new to create a node, then filling in the coefficient, and then linking the node to the end of the partial list built so far. next:=z end ; The dummy node z is used here to hold the link which points to the first node on the list while the list is being constructed.

For example, it uses twice as much space, since a link must be stored along with each coefficient. However, as suggested by the example above, we can take advantage of the possibility that many of the coefficients may be zero. We can have list nodes represent only the nonzero terms of the polynomial by also including the degree of the term represented within the list node, so that each list node contains values of c and j to represent cxj. j:=j; listadd:=t; end ; The listadd function creates a new node, gives it the specified fields, and links it into a list after node t.

Example: generate random bits, write a “*” when 1 is generated, ” ” when 0 is generated. ) 6. Use an additive congruential random number generator to generate 1000 positive integers less than 1000. Design a test to determine whether or not they’re random and apply the test. 7. with parameters of your own choosing to generate 1000 positive integers less than 1000. Design a test to determine whether or not they’re random and apply the test. 8. Why would it be unwise to use, for example, b=3 and c=6 in the additive congruential generator?

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