1 

INTRODUCTION TO CALCULUS 

37

50

2 

GRADIENT OF A TANGENT TO A CURVE AND THE DERIVATIVE 

11

20

3 

RULES OF DIFFERENTIATION 

26

40

4 

GEOMETRICAL APPLICATIONS OF DIFFERENTIATION 

20

35

5 

CURVE SKETCHING 

53

60

6 

PROBLEMS ON MAXIMA AND MINIMA 

13

20

7 

TANGENTS AND NORMALS TO CURVES 

13

15

8 

THE PRIMITIVE FUNCTION 

9

20

9 

INTEGRATION 

24 
40 
10 

APPROXIMATE METHODS OF INTEGRATION 

22 
35 
11 

APPLICATIONS OF INTEGRATION 

26 
35 
12 

EXPONENTIAL AND LOGARITHMIC FUNCTIONS 

22 
45 
13 

TRIGONOMETRIC FUNCTIONS 

15 
20 
14 

APPLICATIONS OF CALCULUS IN THE PHYSICAL WORLD 

55 
120 
15 

EXPONENTIAL GROWTH AND DECAY 

25 
40 
16 

DIFFERENTIATION AND INTEGRATION OF INVERSE TRIG FUNCTION 

21 
45 
17


FURTHER INTEGRATION 

36 
60 


Total 

428

12 hours
