End of Term 1 Test Spring - highlighted in yellow are difficult topics (possibly only set 3 to learn) Unit Lessons Objectives Prior Knowledge Right angled 12 triangles 12.1 Pythagoras 2 Understand Pythagoras’ theorem Calculate of simple Theorem 1 Calculate the length of the squares and square hypotenuse in a right-angled roots triangle Substitute into Solve problems using Pythagoras expressions Round answers to a specific degree of accuracy 12.2 Pythagoras’ 2 Calculate the distance between theorem 2 two co-ordinates Calcualte the length of a shorter side in a angled triangle 12.3 Trig: the sine ratio 2 Use the sine to calculate the Substitution 12.4 (SOH) lengths of a side in a right angled Calculator use triangle Use the sine ratio to calculate an angle in a right angled triangle 12.5 Trig: the cosine 2 Use the cosine ratio to calculate Substitution ratio the lengths of a side in a right Calculator use (CAH) angled triangle Use the cosine to calculate an angle in a right angled triangle 12.6 Trig: the tan ratio 2 Use the tan ratio to calculate the Substitution (TOA) lengths of a side in a right angled Calculator use triangle Use the tan ratio to calculate an angle in a right angled triangle 12.7 Trigonometry 2 Identify when to use which trig ratio Know exact values of sine, cosine and tangent of some certain angles Probability 14 13.1 Calculating 2 Calculate simple probabilities Add and subtract probability from equally likely events fractions/decimals Understand mutually exclusive and exhaustive outcomes 13.2 Two events 2 Use two way tables to record the outcomes rom two events Work out probabilities from sample space diagrams 13.3 Experimental 1 Find and interpret probabilities probability based on experimental data
End of Term 1 Test Spring - highlighted in yellow are difficult topics (possibly only set 3 to learn) Unit Lessons Objectives Prior Knowledge Right angled triangles 12 12.1 Pythagoras Theorem 1 2 Understand Pythagoras’ theorem Calculate the length of the hypotenuse in a right-angled triangle Solve problems using Pythagoras Calculate of simple squares and square roots Substitute into expressions Round answers to a specific degree of accuracy 12.2 Pythagoras’ theorem 2 2 Calculate the distance between two co-ordinates Calcualte the length of a shorter side in a angled triangle 12.3 Trig: the sine ratio 12.4 (SOH) 2 Use the sine to calculate the lengths of a side in a right angled triangle Use the sine ratio to calculate an angle in a right angled triangle Substitution Calculator use 12.5 Trig: the cosine ratio (CAH) 2 Use the cosine ratio to calculate the lengths of a side in a right angled triangle Use the cosine to calculate an angle in a right angled triangle Substitution Calculator use 12.6 Trig: the tan ratio (TOA) 2 Use the tan ratio to calculate the lengths of a side in a right angled triangle Use the tan ratio to calculate an angle in a right angled triangle Substitution Calculator use 12.7 Trigonometry 2 Identify when to use which trig ratio Know exact values of sine, cosine and tangent of some certain angles Probability 14 13.1 Calculating probability 2 Calculate simple probabilities from equally likely events Understand mutually exclusive and exhaustive outcomes Add and subtract fractions/decimals 13.2 Two events 2 Use two way tables to record the outcomes rom two events Work out probabilities from sample space diagrams 13.3 Experimental probability 1 Find and interpret probabilities based on experimental data
Year-10-Foundation-Set-3-4-5.docx