What you’ll learn2 learning objectivesChoose one objective for a focused lesson, or study the complete topic.3.3.1Reciprocal trig functions• understand the relationship of the secant, cosecant and cotangent functions to cosine, sine and tangent, and use properties and graphs of all six trigonometric functions for angles of any magnitudeSyllabus objective3.3.2Trig identities• use trigonometrical identities for the simplification and exact evaluation of expressions, and in the course of solving equations, and select an identity or identities appropriate to the context, showing familiarity in particular with the use of - sect an122 /ii + and cosecc ot122 /ii + - the expansions of sin(A ± B), cos(A ± B) and tan(A ± B) - the formulae for sin 2A, cos 2A and tan 2A - the expression of sinc osab ii+ in the forms sinR ! ai^h and cosR ! ai^h. e.g. simplifying cos(x - 30˚) - 3 sin(x - 60˚). e.g. solving tanc ot 4ii+ =, sect an25 2 -ii =, coss in32 1ii+ =.Syllabus objective