The lesson note for SS2 Mathematics second term is now available for Tutors, parents, guardians and students who have been searching for an accurate and updated 2022 note.
Please note that the second term lesson note is curled out from the approved scheme of work for Senior Secondary school. So you can do your verification as well and compare the second term lesson note for SS2 Mathematics as seen on the free PDF file made available towards the end of this post.
The SS2 Mathematics lesson note for second term is in line with the 2022 SS2 Mathematics scheme of work for the term. This means the SS2 Mathematics lesson note is tailored towards achieving the aim and objective for the subject as mandated by the ministry of education.
Below is The Mathematics Scheme of work from which the Mathematics SS2 second term lesson note was drafted from:
S S 2 SCHEME SECOND TERM
WEEK | TOPIC | CONTENT |
1 | *LOGICAL REASONING | (a) Simple and Compound statements. (b) Logical operation and the truth table. (c) Validity of argument. |
2 | LINEAR INEQUALITIES 1 | (a) Revise linear inequalities in one variable. (b) Solutions of inequalities in two variables. (c) Range of values of combined inequalities. |
3 |
LINEAR INEQUALITIES 2 | (a) Graphs of linear inequalities in two variables. (b) Maximum and minimum values of simultaneous linear inequalities. (c) Application of linear inequalities in real life. (d) Introduction to linear programming. |
4 |
ALGEBRAIC FRACTIONS | (a) Simplification of fractions. (b) Operation in algebraic fractions. (c) Equation involving fraction. (d) Substitution in fractions. (e) Simultaneous equation involving fractions. (f) Undefined value of a fraction. |
5 |
CIRCLE GEOMETRY 1 | (a) Lines and regions of a circle. (b) Circle theorems including: (i) Angles subtended by chords in circle; (ii) Angles subtended by chords at the centre; (iii) Perpendicular bisectors of chords; (iv) Angles in alternate segments. (v) Cyclic quadrilaterals |
6 |
CIRCLE GEOMETRY 2 | Circle Theorems: (a) The angle which an arc subtends at the centre is twice the angle it subtends at the circumference. (b) Angles in the same segment of a circle are equal. (ii) Angle in a semi-circle. (c) Tangent to a circle. |
7 | MID-TERM BREAK | |
8 | TRIGONOMETRY | (a) Derivation and application of sine rule. (b) Derivation and application of cosine rule. |
9 |
BEARINGS | (a) Revision of; Trigonometric ratios; Angles of elevation and depression. (b) Notation for bearings: (i) Cardinal notations N30^{0}E (ii) S45^{0}W (iii) 3-digits notation. E.g. 075^{0}, 350^{0}. (c) Practical problems on bearing. |
10 | REVISION | |
11 | EXAMINATION |
BEHAVIORAL OBJECTIVES:
At the end of the lesson, the students should be able to understand and solve the following problems:
- Prove that if a triangle is isosceles, then two of it angles are equal
- Given two integers m and n. Prove that if m and n are even. Then their products also even
- Prove that the conditional statement, if x^{2 }= 16, then x = 4, is a fallacy
- Which of the following is the correct interpretation of p v q ?
A : it will rain tomorrow and the field will be wet
B: Either it will rain tomorrow or the field will be wet
C: Either it will rain tomorrow or the field will be wet or it will rain tomorrow and the field will be wet
D: It will not rain tomorrow but the field will be wet.
- Determine the validity of the following argument
X1 : No farmer is lazy
X2: No non farmer wears gold wrist-watch
Y: therefore, a lazy person does not wear a gold wrist watch
- When twice a certain number is added to 7. The result is more than 10. What is the number
- You need to buy some filling cabinets. You know that cabinet X costs N10 per unit, requires six square feet of floor space, and holds eight files. Cabinet Y costs N20 per unit, requires eight square feet of floor space, and ho floor space, and holds twelve cubic feet of files. You have been given N140 for this purchase, though you don’t have to spend that much. The office has room for not than 72 square feet of cabinets. How many of which model should you buy, in order to maximize storage volume?
- Reduce the following to their lowest term
The above are what is expected of a SS2 student to know and be able to understand with ease. The SS2 Mathematics second term lesson note here is aided with graphics so it makes it easier not just for the students but for the teachers too.
I have made the SS2 Mathematics second term lesson note available in a PDF format for free download without any extra cost as this would ease the passage of knowledge from teachers to students without hinderances. It is a my little way of giving back to the educational sector where I belong.
All you need do is click the download button below to get the PDF file of the Mathematics second term lesson note for second term.
SS2 Mathematics Second Term Lesson Note 2022
To get the updated SS2 Mathematics second term lesson note for 2022 please see the download button below. You can save to your personal device so it can be accessed anytime.
DOWNLOAD SS 2 GEN MATHS 2ND TERM E-NOTE DOC File
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