SECOND TERM SCHEME OF WORK

TRINITY INTERNATIONAL COLLEGE

TRINITY HILLS, OFADA, OGUN STATE.

SCHEME OF WORK MATHEMATICS BASIC 7

SECOND TERM

WKS   TOPICS

1          Review of 1st term examination questions.

            The S.I unit system length, mass, capacity, time etc.

2-3       Identification and properties of plane figures.

4          Identification and properties of common 3 dimensional figures

5          C.A. Test

6          Addition and subtraction of positive and negative integers, the number line

7          Mid Term Break

8          Use of letters and symbols in simple mathematical statement :

            Basic operations of term involving symbols and letters.

9          Simplification of algebraic expression by grouping, order of operations:

            positive and negative signs as they affect removal of brackets.

10        Simple equations

11        Revision

12        Examination

13        Compilation of Result

14        End of Term

TRINITY INTERNATIONAL COLLEGE

TRINITY HILLS, OFADA, OGUN STATE.

SCHEME OF WORK MATHEMATICS BASIC 8

SECOND TERM

WKS   TOPICS

1          Review of 1st term examination questions/Probability

2          Expansion of algebraic expression

3          Factorisation of simple algebraic expression

           

4          Simplification of algebraic equation involving fraction

5          C. A. Test

6          Simple equations involving fraction and world problems

7          Mid - term break

8          Linear graph

9          Linear inequalities

10        Word problems

11        Revision

12        Examination

13        Compilation of results

14        End of Term

TRINITY INTERNATIONAL COLLEGE

TRINITY HILLS, OFADA, OGUN STATE.

SCHEME OF WORK MATHEMATICS BASIC 7

SECOND TERM

WKS   TOPICS

1          Review of 1st term examination questions.

            The S.I unit system length, mass, capacity, time etc.

2-3       Identification and properties of plane figures.

4          Identification and properties of common 3 dimensional figures

5          C.A. Test

6          Addition and subtraction of positive and negative integers, the number line

7          Mid Term Break

8          Use of letters and symbols in simple mathematical statement :

            Basic operations of term involving symbols and letters.

9          Simplification of algebraic expression by grouping, order of operations:

            positive and negative signs as they affect removal of brackets.

10        Simple equations

11        Revision

12        Examination

13        Compilation of Result

14        End of Term

TRINITY INTERNATIONAL COLLEGE

TRINITY HILLS, OFADA, OGUN STATE.

SCHEME OF WORK MATHEMATICS BASIC 8

SECOND TERM

WKS   TOPICS

1          Review of 1st term examination questions/Probability

2          Expansion of algebraic expression

3          Factorisation of simple algebraic expression

           

4          Simplification of algebraic equation involving fraction

5          C. A. Test

6          Simple equations involving fraction and world problems

7          Mid - term break

8          Linear graph

9          Linear inequalities

10        Word problems

11        Revision

12        Examination

13        Compilation of results

14        End of Term

CHECK  sbojewole.wordpress.com FOR SOME POWER POINT PRESENTATIONS

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If you have any challenge contact me on WhatsApp-08033475655.
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BASIC 7 FIRST TERM 2015/2016 CONTINUOUS ASSESSMENT TEST (MATHEMATICS)

BASIC 8 FIRST TERM 2015/2016 MID-TERM MATHEMATICS ASSIGNMENT

BASIC 8 MATHEMATICS MID-TERM ASSIGNMENT

INSTRUCTIONS: TO BE SUBMITTED ON MONDAY, 9^TH NOVEMBER, 2015

ATTEMPT ALL QUESTIONS IN PLAIN SHEETS OF PAPER NOT YOUR NOTE

SHOW WORKINGS FOR FULL MARKS

1. A landlady rented over house for $24,000.00 for one year.

  During the year she paid 15% of the rent as income tax.

  She also paid 25% of the rent as property tax and spent

  $2000.00 on repairs. Calculate

a) the landlady’s total expenses

b) the remainder of the rent after the landlady’s expenses

c) the percentage of the rent she spent on repairs

2. Mr. Jones bought a car for $5600.00 and later sold it at 90% 

  of the original cost. He spent $1310.00 out of the amount 

  received and invested the rest at 6% per annum simple 

  interest. Calculate the interest earned in 3 years.

3. A student bought a golden plated wrist watch at a discount 

   of 20% at a popular Shopping mall in London. What was the 

   original price of the wrist watch if he paid £2,500?

4.  A bank charges 2  1/2% commission for issuing a Bank 

   draft to its customers. How much is the total amount that a 

   customer that is paying #840,000 school  fees of her child pay 

   to obtain a Bank Draft with face value of #840,000.

PROJECT: Design and make a SQUARE BOARD using hardboard.

The board should NOT have less than 20 small squares on a side.

The side of each small square should not be less than 2cm OR 

Design and make a NUMBER LINE using hardboard.

FOR MORE INFORMATION VISIT www.sbojewole.wordpress.com 
You may take a picture of your project and send it to me on 
WhatsApp----08033475655. Leave your comment also.

Wonderful mid-term break!

BASIC 7 FIRST TERM 2015/2016 MID-TERM MATHEMATICS ASSIGNMENT

BASIC 7 MATHEMATICS MID-TERM ASSIGNMENT

INSTRUCTIONS: TO BE SUBMITTED ON MONDAY,  9^TH NOVEMBER, 2015

ATTEMPT ALL QUESTIONS IN PLAIN SHEETS OF PAPER NOT YOUR NOTE

SHOW WORKINGS AND DIAGRAMS MUST BE IN PENCIL

1. A class has 48 minutes available to hear reports from 15 students.

  If the time is to be divided equally, how long may each student have?

2. Three friends Uche, Bola and Musa are in partnership business in

   which Uche and Bola contributed 5/9  and 2/15 of the cost 

   respectively. If the remaining cost which is $14, 000.00 

   was paid by Musa, how much did the business cost? 

   List the partners in ascending order of their investments.

3. A man whose salary is #16,245.00 per month received 4/15 of his 

   monthly salary in the month of December as Christmas bonus.

   Find his pay for December.

4. Calculate 110_two × (1 011_two + 1 001_two – 101_two).

5. Find the value of the following, leaving your answer in base two.

   (i) Square of 11o_two   (ii)  (1 000_two)²

  (iii) Square root of 11001_two (iv) Square root of 1010001_two

PROJECT:  Design and make a COUNTING BOARD or

                            ABACUS using hardboard

FOR MORE INFORMATION VISIT www.sbojewole.wordpress.com 
You may take a picture of your project and send it to me on WhatsApp----08033475655. Leave your comment also.

Wonderful mid-term break!

HELPFUL KID: DON'T TRY THIS

MID-TERM ASSIGNMENT (THIRD TERM)

BASIC 8 MATHEMATICS

INSTRUCTIONS:

TO BE SUBMITTED ON OR BEFORE 08-06-2015

Answer ALL questions on higher education paper NOT your note. 

All necessary details of working must be shown on the answer papers.
Use pencil for diagrams. 
Orderly and Clear presentation of work will attract full marks

PART I (THEORY)

HIGH STANDARD MATHEMATICS FOR JSS2 
(UBE EDITION)

REVIEW EXERCISE 8a № 1, 4, 8, 11 and 12 p 75:  

REVIEW EXERCISE 15 № 1, 2, 7, 8 and 11 pp 179-180

NEW GENERAL  MATHEMATICS FOR JSS2 UBE EDITION

     EXERCISE  17d  № 9 p173 : 

     EXERCISE  17c  № 2 p171: 

     EXERCISE  20d  № 11 p200: 

     EXERCISE  21c  № 2 and №4   p206

   

     CHECKPOINT MATHS 2 NEW EDITION

     EXERCISE 26.2  №3   p242

   

PART II (PROJECT)

    

    Measure the floor of your room and draw to scale the plan 
     on a plain paper(A4) 

    Design a polygon using matchsticks, broomsticks 
    or straws on hardboard.

    The best work will be displayed.

ASSIGNMENT  DETAILS:

                  

HIGH STANDARD MATHEMATICS FOR JSS2 (UBE EDITION)

REVIEW EXERCISE 8a № 1, 4, 8, 11 and 12 p 75

Q1.   A regular polygon has 8 sides. For this polygon, find

         a) the exterior angle

           b) the interior angle

         c) the sum of the interior angles

Q4.   The interior angle of a regular polygon is 135⁰, 
         find the number of sides of the polygon.

       

Q8.   Three of the interior angles of a regular pentagon are each x. 
         The others are each 3x. Find x.

Q11. If the sum of the interior angles of a regular polygon is 2520⁰, 
         find the number of sides.

Q12. The interior angles of a pentagon are 125⁰, 4x⁰, x⁰, 92⁰, and 83⁰. 
         Find the value of x.

REVIEW EXERCISE 15 № 1, 2, 7, 8 and 11 Pp 179-180

Q1.   The diagonal of a rhombus at 12cm and 16cm, Find the length of each side.

  

Q2.   Triangle PQR is right-angle at Q. |PQ| =3a cm and |QR| = 4a cm. 
         Determine |PR| in terms of a

Q7.   The height of an isosceles triangle is 3cm. 
         Find the third side if the end of the 2 equal side is5cm

Q8.   One side of a rectangle is 4cm and the diagonal is 5cm. 
         What is the length of the other side of the rectangle

Q11. From a point 5m from the base of a water tank, the angle of elevation at
         the top of the tank is 45˚. Find the height of the tank..

NEW GENERAL  MATHEMATICS FOR JSS2 UBE EDITION

EXERCISE 17d № 9 p 173

Q9.   The distance between the opposite corners of a rectangular plot is 30 m. 
        The length of the plot is 24 m. Calculate the breadth of the plot.

EXERCISE 17c №2 p171

Q2.   Find out which of the following are Pythagorean triples

         a.  (20 ,21 ,29)             b.  (15 ,22 ,29)

         c.  (28 ,45 ,53)             d.  (11 ,60 ,61)

         e.  (27 ,36 ,45)             f.   (20 ,22 ,26)

         g.  (18 ,24 ,30)             h.  (12 ,16 ,20)

         i.   (14 ,24 ,28)             j.   (30 ,40 ,50)

         

EXERCISE 20d  №11 p200

Q11. The angle of elevation of the top of a radio mast from a point 53m from 
          its base on level ground is 61˚. 

         Find the height of the mast to the nearest 5m.

EXERCISE 21c № 2 and №4 p206

Q2.   A die has six faces numbered 1 to 6. If the die is rolled once, 
         find the probability of:

         a) Obtaining the number 6

         b) Obtaining the number 10

         c) Not obtaining the number 6

         d) Obtaining one of the numbers 1, 2, 3, 4, 5, or 6.

Q4.   There are six red balls in a box. A ball is selected at random. 

         Find the probability that the ball is:

a) red,                   b) blue,                     c) red or blue                     d) yellow.

CHECKPOINT MATHS 2 NEW EDITION

EXERCISE 26.2 № 3

Q3.   The two-way table below shows the age and gender of people on a bus.

		Age
		Under 10	10-20	21-50	Over 50
Gender	Female	2	8	12	6
	Male	4	5	18	5

         a)   How many people were on the bus?

         One of these people is picked at random.

         b)   What is the probability that the person is female?

         c)   What is the probability that the person is aged 21-50?

         d)   What is the probability that the person is a male aged under 10?

 PROJECT

 Measure the length and breadth of your bedroom. 
 Use appropriate scale to draw the floor of your  bedroom and
 draw it in on plain sheet of paper (A4). 

Design a polygon using matchsticks, broomsticks or straws on hardboard.

    The best work will be displayed.


CHECK YOUR TEXTBOOKS AND THE LINKS BELOW FOR THE TOPICS.
www.mathsisfun.com
www.ixl.com
DIRECT ANY QUESTION YOU HAVE CONCERNING THE ASSIGNMENT TO
samojes@yahoo.com or whatsApp on 08033475655

.