Résumé de section

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  • Chapter 1: P10   2, 4;  P21  4, 11;  P35  2, 5, 9.

    Chapter 2: P53  13, 15;  P61  3(a);  P72  6, 10.

    Chapter 3: P99  9;  P108  2;  P120  3, 6, 9;  P131  5;  P147  1.

    Chapter 4: P157  1(c), 8(a);  P171  3, 7(a);  P188  3(a), (b), 4-8;  P199  6, 8(b).

    Chapter 5: P209  1(c), 2(c), 3, 4, 5;  P220  2(a), 4(a), 8(b);  P234  1(a), 9(a).

    Chapter 6: P249  4, 12, 13, 18;  P257  4, 6.

  • Chapter1   P11  1(c);  P22  1;  P39  7.

    Chapter2   P45  1, 2, 3;  P56  2, 3;  P62  1;  P73  4, 5.

    Chapter3   P102 2;  P109  1, 2;  P122  2;  P132  1;  P144  3, 7;  P149  3.

    Chapter4   P160  4;  P174  1;  P191  5;  P200  4(a).

    Chapter5   P222  3, 4, 6;  P236  2.

    Chapter6   P259  7, 8, 9;  P267  6, 7.

    • Chapter 1

      P11  1(c)  Additional Requirement: Produce a graph of function g(x), g'(x) and the line y=x that clearly shows any fixed points.

      P22  1

      P39  7 


    • Chapter 2

      P45   1, 2, 3

      P56   2, 3

      P62   1

      P73   4, 5

    • Chapter  3

      P102  2

      P109  1,  2

      P122  2

      P132  1

      P144  3,   7

      P149  3

    • Chapter  4   

      P160  4

      P174  1

      P191  5  

      P200  4(a)

    • Chapter  5   

      P222  3, 4, 6. Note: Modify the number of the known points in Exercise 3 and 4 to 13, that means k is from 0 to 12.

      P236  2


    • Chapter  6

      P259  7, 8, 9

      P267  6, 7