Author: Pam Garnett

Teaching Points	Content	Resources	Homework
1	Introduction / Polynomials / Negative and fractional indices	Nulake pg 87 q 29-50 / Delta ex 15.01	15.01
2	Product Rule	Nulake pg 89 q 51-74 / Delta pg 273 ex 15.08	15.08
3	Quotient Rule	Nulake pg 93 q 75-92 / Delta pg 276 ex 15.09 / Mixed questions ex 15.10	15.09 / 15.10
4	Composite functions—chain rule	Nulake pg 97 q 93-124 / Delta pg 264 ex 15.02	15.02
5	Exponential functions / y=ax	Nulake pg 101 q 125-158 / Delta pg 266 ex 15.03 / Delta pg 272 ex 15.07	15.03 / 15.07
6	Natural logs	Nulake pg 104 q 159-196 / Delta pg 268 ex 15.04-15.06, 15.11	15.04,15.05, 15.06, 15.11
7	Trig functions	Nulake pg 109 q 197-228 / Delta pg 279 ex 15.12-15.16	15.12, 15.13, 15.14, 15,15, 15,16
	Mixed questions	Nulake pg 115 q 229-254 / Delta ex 15.17	15.17
8	Features from graphs / limits	Nulake pg 77 / Nulake pg 118 q 259-266 / Delta pg 241 ex 14.01-14.08	14.01—14.08
9	Equation of the tangent / Equation of the normal	Nulake pg 123 q 267-276 / Delta pg 304 ex 16.08	16.08
10	Maximum and minimums	Nulake pg 125 q 277-288 / Delta pg 285 16.01-16.02	16.01, 16.02
11	Second derivative / Stationary points	Nulake pg 131 q 289-296 / Delta pg 291 16.03 / Delta pg 292 16.04-16.07	16.03, 16.04, 16.05, 16.06, 16.07
12	Polynomial sketching	Nulake pg 136 q 297-305
13	Parametric equations	Nulake pg 142 q 306-323 / Delta pg 325 ex 18.01	18.01
14	Implicit differentiation	Nulake pg 146 q 324-335 / Delta pg 335 18.04-18.05	18.04, 18.05
15	Rates of change	Nulake pg 149 q 336-345 / Delta pg 329 18.02-18.03	18.02, 18.03
16	Applications of Differentiation	Nulake pg 154 q 346-357 / Delta 17.01-17.03	17.01, 17.02, 17.03