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## J 1 mat questions

```
THIRD TERM  EXAMINATION, 2010/2011 SESSION.
SUBJECT:MATHEMATICS
CLASS: JS1 	       	       TIME ALLOWED: 1 ½ HOURS

1.	Calculate the volume of a rectangular box which measures 30cm by 15cm by 10cm.
(a)  2500cm3  (b)  3500cm3  (c)  4500cm3  (d)  5500cm3  (e)   6500cm3
2.	How many cm3 are in a cube of side 2cm
(a)  4cm3       (b)  6cm3       (c)  8cm3        (d)  10cm3     (e)   12cm3
3.	Simplify 10x + 4x – 8x
(a)  3x           (b)  4x           	(c)  5x            (d)  6x           (e)   7x
4.	Each face of a cuboid is in the shape of
(a)  Triangle  (b)  rectangle (c)  square     (d)  hexagon  (e)  circle
5.	Find the value of 3 in 24.635
(a)  3 thousandths  (b)  3 hundredths  (c)  3 tenths  (d)  3 units  (e)  3 tenth
6.	The H.C.F of 34 and 60 is
(a)	2	(b)	3	(c)	4	(d)	6	(e)	12
7.	A rectangular room 8m long by 5m wide contains 120m3 of air. Calculate the height of the room.
(a)	3m	(b)	4m	(c)	5m	(d)	6m	(e)	12m
8.	What number does MCMXXXIV represent
(a)	1934	(b)	1954	(c)	1964	(d)	1974	(e)	1984
9.	Write 28 thousandth as decimal fraction
(a)	0.28	(b)	0.028	(c)	0.0028	(d)	0.00028	(e)	0.000028
10.	Express 36 in index form
(a)	2 x 3	(b)	22 x 3	(c)	2 x 32	(d)	22 x 32	(e)	22 x 33
11.	Solve the equation 5x = 35
(a)	5	(b)	6	(c)	7	(d)	8	(e)	10
12.	What is the coefficient of x in 7x
(a)	1/7	(b)	1	(c)	7	(d)	x	(e)	7x
13.	I subtracted 18 from a certain number, the result is 45. What is the number?.
(a)	17	(b)	27	(c)	63	(d)	73	(e)	83
14.	The total  angles in a rectangle is
(a)	900	(b)	1800	(c)	2700	(d)	3200	(e)	3600
15.	A rectangular room 4m long has its area to be 20m2. What is the breadth?
(a)	4m	(b)	4.5m	(c)	5m	(d)	5.5m	(e)	6m
16.	Find the value of c if c-10=20.
(a)	-20	(b)	-10	(c)	10	(d)	20	(e)	30
17.	A polygon of ten sides is
(a)Triangle	(b) Pentagon	(c) Octagon	(d) Hexagon	(e)	 Decagon
18.	The number of times something happens is called
(a)	Mean	(b)	median	(c) frequency	(d)	range	(e)	 rank
19.	                is the value with the highest frequency.
(a) 	mode	(b)	mean	(c)	median	(d)	range	(e)	rank
Use the data below to answer questions 20-23
Given 2,6,4,2,5,3,7,2,8 and 6.
20.	Find the mean of the data.
(a)	4	(b)	4.5	(c)	5	(d)	10	(e)	12

21.	What is the mode?
(a)	2	(b)	3	(c)	6	(d)	7	(e)	8

22.	What is the median?
(a)	4	(b)	4.5	(c)	5	(d)	6	(e)	7
23.	Find the range
(a)	2	(b)	3	(c)	6	(d)	7	(e)	8
24.	Give 17505 to the nearest thousand
(a)	18000	(b)	19000	(c)	20000	(d)	22000	(e)	25000
25.	The mean or three students is 20. Find the total number of the students.
(a)	40	(b)	60	(c)	80	(d)	100	(e)	120
26.	The shape of your classroom is
(a)	Cylinder	(b)	Cone	(c)	Rectangle(d)	Square	(e)	Triangle
27.	One revolution is equal to
(a)	600	(b)	900	(c)	1200	(d)	1800	(e)	3600
28.	The total angle in a Triangle is
(a)	600	(b)	900	(c)	1200	(d)	1800	(e)	3600
29.	Which of the following numbers is the greatest?
(a)	-100	(b)	-60	(c)	-2	(d)	-1	(e)	1
30.	Simplify 12xy / 6x
(a)	12	(b)	12x	(c)	12y	(d)	2x	(e)	2y
31.	What number does the tally represent? IIII      IIII   II
(a)	12	(b)	14	(c)	16	(d)	18	(e)	20
32.	What is the place value of 8 in 1.85?
(a) 8 thousands	(b)	8 tens	(c)	8 units	(d)	8 tenths   (e) 8 hundredths
33.	Find the L.C.M of 8,9 and 12
(a)	32	(b)	52	(c)	72	(d)	92	(e)	102
34	Express 19/8 as a mixed number.
(a)	23/8	(b)	25/8	(c)	27/8	(d) 	33/8	(e)	35/8
35.	Express 15% as a fraction in its lowest terms
(a)	3/20	(b)	5/20	(c)	7/20	(d)	3/50	(e)	5/50
36.	Solve the equation x + x = 20
(a)	4	(b)	6	(c)	8	(d)	10	(e)	15
37.	Simplify 18j + 7j
(a)	15j	(b)	20j	(c)	25j	(d)	35j	(e)	45j
38.	Simplify 10x – 5 + 4x
(a)	6x-5	(b)	6x+5	(c)	14x-5	(d)	14x+5	(e)	8x-5
39.	In an examination, a student scored 60 marks out of a possible 80. What percentage is this?
(a)	25%	(b)	35%	(c)	45%	(d)	65%	(e)	75%.
40.	Express 2/5 as a percentage.
(a)	10%	(b)	20%	(c)	30%	(d)	40%	(e)	50%
41.	The Roman numeral CXCIV represents the number
(a)	194	(b)	196	(c)	241	(d)	215	(e)	216
42.	The value of 62 is
(a)	12	(b)	24	(c)	26	(d)	36	(e)	62
43.	1m3 in litres is
(a)    1 litres	(b)    10 litres	(c)    100 litres	(d)  1000 litres	(e)  10000 litres
44.	When x = 4, the value of 8x is
(a)	2	(b)	4	(c)	12	(d)	32	(e)	84

45.	Express 4/5 as a decimal
(a)	0.1	(b)	0.2	(c)	0.3	(d)	0.6	(e)	0.8
46.	Simplify 2a x 3a
(a)	6a2	(b)	8a2	(c)	12a2	(d)	15a2	(e)	18a2
47.	Simplify 14a/7
(a)	2a	(b)	3a	(c)	4a	(d)	6a	(e)	7a
48.	The area of rectangle is given by
(a)	L X B	(b)     2(L X B)     (c)     B X H	(d)      L X H	(e)      ½BH
49.	The distance round the circle is called
(a)	arc	(b)    chord       (c)   circumference   (d)     diameter	(e)   radius
50.	……………. is the line that divides any shape into two equal halves
(a)   Line of symmetry (b)	Diagonal line   (c)  Parallel line   (d)   Straight line   (e)   Vertical line
51.	………………  is the half of a circle
(a)    A chord    (b)   A hemisphere	(c)   A segment 	 (d)   A semi- circle  (e)  An arc
52.	………………  is used to measure the number of degrees of an angle
(a)   ruler	(b)    protractor	(c)    set – square   (d)    tape rule      (e)   metre guage

53.	One of the following is an acute angle
(a)	860	(b)	960	(c)	1120	(d)	1750	(e)	1970
54.	Find the size of the lettered angle

(a)	1000	(b)	1200	(c)	1250	(d)	1270	(e)	1300
55.	A diameter is twice ………….
(a)	an arc	(b)     a chord	(c)  circumference (d)    a radius      	(e)    a segment
56.	The following are types of quadrilateral EXCEPT
(a)    parallelogram   (b)   rectangle    (c)   square	(d)    rhombus	(e)    triangle
57.	The following are type of plane shapes EXCEPT
(a)   rectangle      (b)   square    	(c)	triangle	(d)    rhombus	(e)   stone
58.	The area of a square 3m by 3m is
(a)	3m2	(b)	9m2	(c)	300m2	(d)	900m2	(e)	1000m2
59.	Solve the equation 3x = 21
(a)	2	(b)	4	(c)	5	(d)	7	(e)	18
60.	100 bananas are shared between two girls in the ratio 3:7. How many bananas will the first girl get
(a)	10	(b)	30	(c)	40	(d)	50	(e)	60

61.	Find the size of the lettered angle

(a)	650	(b)	750	(c)	850	(d)	950	(e)	1000
62.	The following are example of cone EXCEPT
(a)     A cone shaped mound of rice	(b)	The roof of a house	(c)	ice – cream cone	(d)	The sharp end of a pencil	(e)	The edge of a book
63.	Simplify 3a x 10ab
(a)	a2b	(b)	30a2b	(c)	30ab2	(d)	30ab	(e)	30a
64.	A cube has a ……………..  face
(a)	square 	(b)    rectangular	(c)     triangular	(d)    hexagonal	(e)	cone
65.	A cuboid has a ……………..  face
(a)	square 	(b)    rectangular	(c)     triangular	(d)    hexagonal	(e)	cone
66.	How many seconds are in 2 minutes
(a)	100	(b)	120	(c)	140	(d)	160	(e)	200
67.	Find the size of the lettered angle

(a)	600	(b)	700	(c)	800	(d)	900	(e)	1000
68.	Write 512 in Roman numerals
(a)	XXII	(b)	LXII	(c)	CXII	(d)	CXXII	(e)	DXII
69.	The following numbers are prime numbers EXCEPT
(a)	100	(b)	31	(c)	13	(d)	7	(e)	2
70.	Express 32 as a product of its prime factors in index form
(a)	25	(b)	35	(c)	45	(d)	25 x 32	(e)	25 x 35
71.	The following are multiples of 5 EXCEPT
(a)	25	(b)	75	(c)	100	(d)	225	(e)	328
72.	Simplify 3/8 of 2 2/9 x 1 3/5
(a)	1 1/3	(b)	1 2/3	(c)	2 1/3	(d)	2 2/3	(e)	3 1/3
73.	Express 40 % as a fraction in its lowest term
(a)	3/10	(b)	2/5	(c)	½	(d)	3/5	(e)	7/10
74.	Solve the equation 2 + m= 5
(a)	1	(b)	2	(c)	3	(d)	4	(e)	5
75.	A bicycle costs #10000 and a radio costs #x. They cost #16000 altogether. What is the value of x.
(a)	#2000	(b)	#4000	(c)	#6000	(d)	#8000	(e)	#10000

76.	One of the following is an obtuse angle
(a)	3200	(b)	2700	(c)	1200	(d)	900	(e)	600
77.	One of the following is a reflex angle
(a)	600	(b)	1000	(c)	1200	(d)	1500	(e)	3000
78.	The sum of angles on a straight line is
(a)	600	(b)	900	(c)	1800	(d)	2700	(e)	3600
79.	The marked angles below are called -----------------  angles.

(a)    alternate   (b)  corresponding (c)  vertically opposite (d)    adjacent   (e)    transversal
80.	---------------- is a graph in the shape of a circular pie.
(a)	meat pie	(b)	bar chart	(c)	circle	(d)	sector	(e)	pie chart

THEORY

1.	Find the sizes of the lettered angles

2. (a)	A classroom measures 3m by 5m by 8m. What is the volume of the classroom.
(b)	A rectangular tank, 10cm long and 30cm wide, contains water to a depth of 20cm. How many litres does it contain?

3 (a)	The scores of some students in a mathematics test were as follows:
10, 7, 5, 7, 8, 6, 10, 8, 8, 9, 6, 9, 9, 7, 8, 8, 5, 5, 10, 9, 8, 9, 5, 9, 10, 7, 10, 8, 6, 9, 7, 7, 8

(i)	Represent the information in a frequency table
(ii)	How many students took the test.
(b)       Ten students walk to school each day. The distances they walk, to the nearest kilometre, are
given in the table below

distances in km
  1
   2
  3
  4
  5

frequency
  4
   2
  2
  1
  1


(i)	Find the mode	(ii)	Find the mean

```

### J 1 mat guide

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