Further Maths

BINOMIAL EXPANSION

THIRD TERM E-LEARNING NOTE SUBJECT: FURTHER MATHEMATICS CLASS: SS 2 SCHEME OF WORK   WEEK THREE TOPIC:BINOMIAL EXPANSION: PASCAL TRIANGLE, BINOMIAL THEOREM OF NEGATIVE, POSITIVE AND FRACTIONAL POWER PASCAL’S TRIANGLE Consider the expressions of each of the following: (x + y)0; (x + y )1; (x + y)2; (x + y)3; (x + y)4 (x

MOTION UNDER GRAVITY IN TWO DIMENSION,DERIVATION

THIRD TERM E-LEARNING NOTE SUBJECT: FURTHER MATHEMATICS CLASS: SS 2 SCHEME OF WORK   WEEK TWO TOPIC:PROJECTILES: MOTION UNDER GRAVITY IN TWO DIMENSION,DERIVATION AND APPLICATION OF EQUATIONS INVOLVING GREATEST HEIGHT, TIME OF FLIGHT AND RANGE Motion Under Gravity in Two Dimensions: If a particle is projected with an initial velocity u at angle to the

SS 3 Mock Exams Further Maths

FURTHER MATHS 1. What is the variance of a binomial distribution? a. (a) np (b) √npq ( c ) npq (d) p2 3. The mean (µ) of a poisson distribution is the same as (a) Standard deviation (b) variance (c) mean (d) mean deviation 4. If number of trials is 100 and probability of success

Exam Questions Second Term SS 2 Further Mathematics

OBJECTIVE F/MATHS S.S.1 Given that x= – 3 and y= – 7 Evaluate (x2-y)/(y2-x) (a)-1/11 (b) 1/23 (c) 4/13 (d) 12/17. The solution of the equation x2-2x-8 is X=0 or 12 (b) x=-2 or 4 (c) x=2 (d) x=2 or 4 Express the conjugate of 2 + √3 2 (b) √3 (c) √3 +2 (d)

Further Mathematics Third Term SSS1 Revision

SSS 1 Further Mathematics Third Term     Revision Third Term   Here are links to various practice question on the following topics in Further Maths   TRIGONOMETRIC RATIOS OF GENERAL ANGLES   STANDARD DEVIATION   MEASURE OF DISPERSION   INEQUALITIES

OPERATIONS RESEARCH

WEEK 9 SUBJECT: FURTHER MATHEMATICS CLASS: SSS1 TOPIC: OPERATIONS RESEARCH CONTENT: Definition, History and nature of operations research Steps in operations research Models of operations research: i. Linear programming models ii. Transportation models (least cost and North Westcorner) iii. Assignment models Practical application of the models. Definition, History and nature of operations research Operations research

INEQUALITIES

WEEK 8 SUBJECT: FURTHER MATHEMATICS CLASS: SS 1 TOPIC: INEQUALITIES CONTENT: Notation and basic rules of inequalities Linear inequalities in one variable Absolute values Inequalities in two variables Graphs of linear inequalities in two variables. Notation and basic rules of inequalities Symbols commonly used for inequalities include; We use the word ‘inequal’ or ‘unequal’ when

TRIGONOMETRIC RATIOS AND IDENTITIES

WEEK 6 SUBJECT: FURTHER MATHEMATICS CLASS: SS1 TOPIC: TRIGONOMETRIC RATIOS AND IDENTITIES: CONTENT: GRAPHS OF TRIGONOMETRIC RATIOS TRIGONOMETRIC EQUATION GRAPHS OF TRIGONOMETRIC RATIOS Above are the graphs of the six trigonometric functions: sine, cosine, tangent, cosecant, secant and cotangent. In the unit circle, the value of the hypotenuse is r = 1 so that sin

TRIGONOMETRIC RATIOS OF GENERAL ANGLES

WEEK 5 SUBJECT: FURTHER MATHEMATICS CLASS: SS1 TOPIC: TRIGONOMETRIC RATIOS OF GENERAL ANGLES CONTENT: QUADRANTS AND ANGLES BASIC TRIGONOMETRIC RATIOS RATIOS OF GENERAL ANGLES RATIOS FOR SPECIAL ANGLES 450,600. QUADRANTS AND ANGLES The direction to which angles are measured can either be clockwise or anticlockwise. The plane is divided into four partitions by the axes.