Maths
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Power of <strong>Maths</strong>: Paper 1<br />
Activity 4<br />
ACTION<br />
OBJECTIVE<br />
Activity 5<br />
ACTION<br />
OBJECTIVE<br />
Activity 6<br />
ACTION<br />
OBJECTIVE<br />
Activity 7<br />
ACTION<br />
OBJECTIVE<br />
Using more difficult rational power integration<br />
To integrate rational powers of brackets with linear expressions<br />
Using exponential integration<br />
To think of functions which, when differentiated, give exponential functions<br />
Using log integration<br />
To think of functions which, when differentiated, give log functions<br />
Using trigonometric integration<br />
To think of functions which, when differentiated, give trigonometric functions<br />
Chapter 26: Applications of Integration<br />
Activity 8<br />
ACTION<br />
OBJECTIVE<br />
Finding the area under curves<br />
To use geometric and integration techniques to find the areas under curves<br />
Section 10: Mathematical Induction<br />
Chapter 27: Proof by Induction<br />
Activity 1<br />
ACTION<br />
OBJECTIVE<br />
Activity 2<br />
ACTION<br />
OBJECTIVE<br />
Activity 3<br />
ACTION<br />
OBJECTIVE<br />
Preparing series for mathematical induction<br />
To explore some of the techniques that prove series by induction<br />
Preparing divisibilities for mathematical induction<br />
To explore some of the techniques that prove divisibilities by induction<br />
Preparing inequalities for mathematical induction<br />
To explore some of the techniques that prove inequalities by induction<br />
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