Mrs Campbell

Trigonometry - Which Formula to Use

Speed Calculations Continued - Converting Hours and Minutes to Decimal Times

Solving Equations acosx + bsinx = c

Surds - Rationalising The Denominator

Part 2 - Differentiating (ax + b)^n

The Exponential and Logarithmic Functions

Multiple Angles

Simplifying Surds

Integrating (ax + b)^n

Chain Rule

The Area of a Parallelogram

Angles within Circles

Division of Surds

Maximum and Minimum Values

The Difference of Two Waves

Differentiation of Sine and Cosine Functions

Factorisation - Bringing Back the Brackets

Multiplying Surds

Laws of Logarithms

Part 1 - Differentiating (x + a)^n

Integration of Cosine and Sine

Introduction to the Wave Function

Adding and Subtracting Surds

Algebra (Expanding Brackets)

Expressing acosx + bsinx in Other Forms

Integrating sin(ax + b) and cos(ax + b)