Prior knowledge Prior knowledge Language of Hypothesis Testing 2.05 a Graphs of Trigonometric functions 1.05 f, g Pearson Product Moment Correlation 2.05 f Differentiation from first principles 1.07 g Hypothesis Testing and Correlation Trigonometrical Calculus 1.07 h Be able to show differentiation from first principles for and . 2.05 g Use and be able to interpret Pearson's Be able to differentiate , , and related sums, differences and correlation coefficient in hypothesis constant multiples. 1.07 k tests, using either a given critical value or a and a table of critical values. Differentiate trigonometric functions using the product rule and the quotient rule. When using Pearson's coefficient in an (1.07 q) hypothesis test, the data may be assumed to 2/T5 come from a bivariate normal distribution. Differentiate trigonometric functions using the chain rule. (1.07 r) Resource links Resource links
2/T5 Prior knowledge Language of Hypothesis Testing 2.05 a Pearson Product Moment Correlation 2.05 f Prior knowledge Graphs of Trigonometric functions 1.05 f, g Differentiation from first principles 1.07 g 2.05 g Hypothesis Testing and Correlation Use and be able to interpret Pearson's correlation coefficient in hypothesis tests, using either a given critical value or a and a table of critical values. When using Pearson's coefficient in an hypothesis test, the data may be assumed to come from a bivariate normal distribution. 1.07 h 1.07 k (1.07 q) (1.07 r) Trigonometrical Calculus Be able to show differentiation from first principles for and . Be able to differentiate , , and related sums, differences and constant multiples. Differentiate trigonometric functions using the product rule and the quotient rule. Differentiate trigonometric functions using the chain rule. Resource links Resource links
400649-model-1-curriculum-planner.docx