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Form 2 Mathematics End of Term 3 Examination 2021
Class: Form 2
Subject: Mathematics
Level: High School
Exam Category: Form 2 End Term 3 Exams
Document Type: Pdf
Views: 2875
Downloads: 143
Exam Summary
TUTORKE EXAMS
Name……………………………………………………………Adm No………………
School……………………………………………………………Signature…………….
Date………………………
MATHEMATICS
TIME: 2HRS END OF TERM 3 FORM 2
SECTION 1(50 MARKS)
ANSWER ALL THE QUESTIONS
1. Evaluate 
[3 Marks]
2. A matatu travelling at 56 Km/h take 2 ½ hours to move from town A to town B.
Find the distance between towns A and B. [2 Marks]
3. Determine the gradient and the co-ordinates of the x and y intercepts of the line whose equation is 2y+3x=1 [3 Marks]
4. Find the correct 3s.f the value of 
[2 Marks]
5. Without using mathematical tables, evaluate 
[3 Marks]
6. The diagonals of a rhombus measure 9.2 cm and 7.5 cm respectively. Calculate the area of the rhombus [2 Marks]
7. A man is three times as old as his daughter. In twelve years time he will be twice as old as his daughter. Find their present age. [3 Marks]
8. Use logarithm tables to evaluate 
[4 Marks]
9. An artisan has 63Kg of metal of density 7000Kg/m3. He intends to use it to make a rectangular pipe with external dimension 12 cm by 15 cm and internal dimension 10 cm by 12 cm. calculate the length of the pipe in metres. [4 Marks]
10. Determine the equation of a line that passes through (-2,5) and is parallel to the line whose equation is 5y+2x=10 [4 Marks]
11. Use the elimination method to solve the simultaneous equations [4 Marks]
2x+3y=1
3x=2y+8
12. A trader sold a wrist watch for sh. 3,150 after giving a 10% discount. Find the marked price of the watch. [2 Marks]
13. Express as a fraction in its lowest form #3.71# [3 Marks]
14. Seven people can build five huts in 30 days. Find the number of people working at the same rate that will build nine similar huts in 27 days. [3 Marks]
15. The size of each interior angle of a regular polygon is five times the size of the exterior angle. Find the number of sides of the polygon. [3 Marks]
16. Line AB below shows a side of triangle ABC. BC= 5cm and angle ABC = 600
A___________________________B
a. Using a ruler and compass only, complete the triangle ABC. [2 Marks]
b. From C construct a perpendicular to meet line AB at point N. Measure length CN in centimetres [2 Marks]
c. Determine the area of triangle ABC [1 Mark]
SECTION B [50 MARKS]
ANSWER ALL QUESTIONS
17. Complete the tables below for the equations of the lines
b. using one big square to represent 1 unit on y - axis and 2 big squares to represent 1 unit on x - axis, draw the lines
y=-3/4x+4 and y=-3+2x (5 marks)
c. use your graphs to solve the simultaneous equations (1 mark)
3x+2y=8
2x-y=3
18. A school hall measure 10m long, 7m wide and 4m high. All its inside walls and ceiling are painted.
Calculate,
i. the total surface area painted
ii. the cost of painting at 200/= per square metre. [10 Marks]
19. a bird flies from tree P to another tree Q which is 50m on a bearing of 0300 from P. from Q the bird flies 80m due west to another tree R and finally flies due south to another tree S which is on a bearing of 1200 from P.
a. using the scale 1cm = 10m, construct an accurate scale drawing showing the positions of P,Q,R, and S [5 Marks]
b. by measurement from your scale drawing determine;
i. the distance and bearing of R from Q [2 Marks]
ii. the distance and bearing of S from R [2 Marks]
iii. the distance of S from P [1 Mark]
20. a. On a Cartesian plane plot and draw the triangle ABC, A(1,2), B (1,6), C (5,5) [2 Marks ]
b. Draw the image of triangle ABC after reflection on the line y=
c. Draw A B"C" the image of ABC after reflection along y – axis [2 Marks]
d. Draw A B"C" the image of A'B'C' after rotation through -1800 about the origin [2 Marks]
e. Determine the mirror line that makes A'''B"'C"' the image of triangle ABC [2 Marks]
21. The table shows recordings from surveyors’ field book.
a. Draw a sketch diagram from the data in the field book [2 Marks]
b. Given that the recordings are in metres, determine the area of the land in hectares.
[8 Marks]
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