1.2
465: 1dg, 2c, 10, 15a
565: add 17, 19a

1.3
465: 2a, 3a, 6, 11
565: add 11, 15

1.4

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2.1
465: 1, 8, 10, 19
565: add 18

2.3
465: 2, 6abc, 16, 17c, 27
565: add 31

3.1
465: 1bd, 3bd, 10bd, 14, 28
565: add 31

3.3
465: 2b, 4b, 6a, 10
565: add 11a

3.4
465: 1, 2, 4ac, 6ac, 8ac, 20, 28
565: add 26

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4.1
465: 20, 25
565 add: 28

4.2
465: 1c, 7 Explain this result, e.g. how well do you expect (4.6) to approximate f'(2)? Is this result expected? What does it imply?
565 add: 8

4.4
465: 4ad, 20, 22
565 add: 26a

4.7
465: 1ce, 4ce
565 add: 5

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6.1
465: 1, 6cd, 19
565 add: 10

6.2
465 and 565: (These all refer to problem 10, but do not do with three digit chopping) 14, 18, 22 (Do not do in Maple with DIGITS:=10)

6.5
465: 6 In addition, obtain factorizations of the form PA=LU
565 add: 11

8.1
465 and 565: 6, 8

8.2
465 and 565: 2, 11, 12