# MATHEMATICS CURRICULUM FOR SS3 SECOND TERM

Lagos State Mathematics Curriculum for SS3 – Edudelight.com

Mathematics second term Scheme of work SS3

Nigeria senior secondary school Curriculum

### SECOND TERM SCHEME OF WORK FOR MATHEMATICS SS 3 LAGOS STATE

WEEK 1         Trigonometric Graph of Trigonometric Ratios

WEEK 2         Graphical Solution of Simultaneous Linear and Trigonometric Equations

WEEK 3         Surface Area of Sphere

WEEK 4         Volume of Sphere

WEEK 5         Longitude and Latitude

WEEK 6         Coordinate Geometry of Straight Lines

WEEK 7         Gradients and Intercept of a Straight Line

WEEK 8         Differentiation of Algebraic Fractions

WEEK 9         Integration of Simple Algebraic Functions

WEEK 10       Arc Length of a Curve

SECOND TERM SCHEME OF WORK FOR MATHEMATICS SS 3 – MODIFIED

1. Review of first term work: (i) Bonds and debentures (ii) Shares (iii) Rates  (iv)  Income tax and (v) Value added tax.
2.  CO-ORDINATE GEOMETRY OF STRAIGHT LINE:  Cartesian coordinate (ii) plotting the linear graph (iii) determine the distance between two coordinate points. (iv) Finding the mid-point of the line joining two point (v) practical application of coordinate geometry.(vi) Gradient and intercept of a straight line.
3. COORDINATE GEOMETRY OF A STRAIGHT LINE CONTINUES: (I) Define gradient and intercepts of a line. (ii) Find the angle between two intersecting straight lines (iii) Application of linear graphs to  real life student.
4. DIFFERENTIATION OF ALGEBRAIC FUNCTION: (I) Meaning of differentiation/ derived function (ii) differentiation from first principle (iii) standard derivative of some basic functions.
5. DIFFERENTIATION OF ALGEBRAIC FUNCTION CONTINUES:  Rules of differentiation such as: (a) Sum and difference (b) Product rule (c) Quotient rule. (d) Application of real situation such as Maximal, Minima velocity, Acceleration and rate of change.
6. INTEGRATION AND EVALUATION SIMPLE ALGEBRAIC FUNCTION:  (i) definition (ii) Method of integration: (a) substitution method (b) partial fraction method (c) part. (iii) Application of integration in calculating area under the curve (iv) Use of Simpson’s rule to find the area under the curve.

7-12.    Revision and Mock Examination.

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