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## JSS3 Maths Obj questions

```
FIRST TERM  EXAMINATION, 2010/2011 SESSION.
SUBJECT: MATHEMATICS 1(OBJECTIVE)
CLASS: JSS 3	       	         	TIME ALLOWED: 2HRS

INSTRUCTION: Answer ALL the questions.

1.	Convert  10101two to base ten ( a)  20 ten (b)  21 ten (c)  24 ten (d)  31 ten
2.	Find  the sum of all odd numbers  between 20 and 30 (a)  110 (b)  115 (c)  120 ( d)  125
3.	Express ( 101 two )2  in base ten (a ) 25 (b)  20 (c)  15  (d)  10
4.	Factorise  a2 c – 2ac2  (a)  ac( 1- 2c) (b)  ac (c -2a)    (c)  ac (a -2c )  (d)  ac ( a – c)
5.	Add  11010 two  + 1011two (a) 11010 two (b)100101two (c)11000two (d)1110000two
6.	Find the product of the positive difference between 2 and 7 and the sum of 3 and 5.
(a.) 40   (b) 56  (c) 60  (d.) 72
7.           Write  as a  single  fraction    (a.)  7/12  (b ) 1/ 12a  (c.)  7/12a  (d)  a/12
8.         Find the value of  1.5 x 7.2 + 1.5 x 2.8  (a) 34 (b.) 28 (c.) 15 (d.) 10
9.         Simplify   (a)     (b.)      (c.)    (d.)  
10.        Evaluate  572 - 552  (a.)  224 ( b.)  226 ( c.)  228 ( d.)  288
11.          Evaluate  2d3+ d2(3d-1)   ( a.)  d5(3d-1)  (b.)  d3(6d-1)  ( C) d3(3d+1)    (d.)  d2 (5d-1)
12.         Evaluate      (a) -1 ( b)  -2 ( c.)  1   (d)   2
13.          Factorise   x (x+y)- y (x+y)  (a.)  x2y - xy2  (b.) (x+y)(x-y)  ( c.)   2(x+y)    (d)  (x+y)(y-x)
14            Factorise   16-9a2 (a.)  (4-3a)2   (b.)  (4+3a)2   (c.)  (4-3a)(4a+3)  (d)   (4a-3)(4a+3)
15.            What  is the HCF  of  ab2 and a2 b3  (a.) ab  (b.) a2 b  ( c.) ab2    (d.)  a 2 b 2
16.            Expand  (a+2b)(a-2b) (a.) a2+ 4ab-4b2  (b.)a2-4b- 4b2  (c.) a2+4b2  (d).a2-4b2
17.            Convert   212 three to  base five   (a.) 23 five  (b.) 34 five  (c.) 43 five  (d.) 44 five
18.           Find  the  coefficient  of  a in  (a+5)2  (a.) 10  (b.) 5  (c.) 1  (d.)  0
19.            Find  the  sum  of  12 three,110 three and  21three
(a.)   200 three  (b.) 211 three (c.)  220 three   (d.)  221 three
20.            Find  the  value  of  2852-2152  (a.)  35000 (b.) 50000  (c.)  70000 (d.) 75000
21	, make n the subject of the fomula.
(a)  n = 4m + 1     (b)  n = 4m – 1     (c) n =      (d) n = 
22 	The sum of the three consecutive numbers is 66. Find the highest number.
(a) 24    (b) 23	(c) 22	(d) 21
23 	Solve for y in  -  = 
a)         b)     c)       d) 
24 	Subtract 18 from the product of 4 and 10, then divide the product by 2.
( a) 11       (b) 12      (c) 14      (d) 22
25	 Factorise 2ab + 4abc – 3c – 6
(a)  (2ab+3C) (b.)  (2ab-3c)(1-2c) (c.)    (2ab-3c)(1+2c) (d.)   (2ab+3c)(1-2c)

26	 Simplify  (a.)   (b.)    (c.)  5/x   (d.)  6/3x
27	Solve for y ,if  5y -  4 = 18+3y   (a.)  9  (b.)  10 (c.)  11  (d.)  12
28	 Given that 2r2 = 20, find r.	 (a)   (b)     (c)  5   (d)  
29	Factorise   8pq + 24p2       (a)  8p(q  + 3p)   (b)  8pq (1 + 3p)   (c)  4p(2q +6p)             (d) 2p (4q + 2p)
30.	 Subtract  10112 from  110102     (a)  11112   (b)  11102   (c)  1112  (d)  10012
31.	The sum of 8 and a certain number is equal to the product of the number and 3.What is    the number?        (a)   11  (b)  8  (c) 6   (d)  4
32. 	Simplify  8-x - (3 + 2x)   (a)  11+3x  (b)   5+2x    (c)  5-3x    (d)  11-3x
33. 	Fact orise  a2 – 81d2      (a)   (a-9d)(a+9d)    (b)  (a-81d)(a+81d)  (c)(a-9d)2  d)(a+9d)2
34.	Simplify  ½ of ¾ = 5/12  (a).7/24  (b).5/24  (c).5/12  (d).7/12
35.	Solve for y if 17 - 4y = 3y + 3    (a).-5   (b)-4    (c).1   (d).2
36.	Make  x  the subject of the formula  
(a).4y-3  (b).   (c).   (d)  4y - 3
37.	Evaluate     if x=-2, y=3& z=4  (a.) 6  (b.) 5  (c.) 4  (d).3
38.	Find  the  L.C.M of  8,12.& 24   a.4  b.8  c.12  d.24
39. 	Solve      (a). 3   b .2   c -5/13  d.-2
40. 	Find  y  if  4(ay-a) = 8a     a.3    b.3a    c.2    d.2a
41.	Find  the coefficient  of  x  in  the expansion (x-3)(2x-1)   a.5  b.-7  c.-9  d.-11
42. 	Evaluate         a.1/4      b.       c    d.3
43. 	1/3  of  a  number is added  to  5. The  result  is one  & half times the original number.
Find the  number.              a.2        b.3     c.4     d.6
44.	Expand (a+5)(2a-3)      a.2a2+7a-15   b.2a2-7a+15   c. 2a2-7a-15   d. 2a2-13a+15
45.  	Simplify         a. 5/3a    b. 2/3a2   c.2/5a    d. 4/3a
46.   	Find  the  value  of  y  in  19 = 16y - 21            a.1      b.2      c.3       d.4
47.   	Simplify (6x-5y) + (3y+4x)   a.10x-2y    b. 10x+8y    c. 10x+2y     d. 9x-9y
48.     	The difference between two positive integers is 4 and their sum is 12. Find the two
Positive integers.         a.(12,6)    b.(10,5)    c.(8,4)    d.(6,3)
49.         I  think of a number and add 5 the result is thrice the original number plus  1. What is the number.
a.1       b.2        c.3         d. 4
50.       Expand    (2a+b)(2a-b)       a. 4a2-b2     b. 4a2-4a-b2     c. 4a2+4a+b    d. 4a2+2a-b2
51.	solve  + = 0         a. 5/6       b.3/4      c.  4/3       d. 4/9
52.           Evaluate     ,  Given  that  b=2   a.4  b. 5   c.6  d.7.
53.         Make   v  the   subject    of  the   formular  V=pr2h
a.  4v/3ph     b. 4v/   c.    d. 

54.           Subtract  4 percent  of  50  from  1/3  of  24   and  divide  the  result  by  1/3.
a. 24    b.  18   c.6   d.3
55.            Expand   -3p2(p+2)       a. p3—6p2   b. 3p2- 6p2    c. -3p3 – 6p2     d. -3p2+6p2.
56           Make   T,    the  subject   of  the   formular    f= 
(a) T =4L2 mf2  b.T =4L2m2    c.T = 4Lmf    d.T = 4L2m2 f2
57.        Factorise  10uv + 5uv -2v-1    a. (10u-5)(2u-1)  b. (5u-1)(2v- 1)   c. (5u+1)(2v+1)
d. (5u-1)(2v-1)
58.            If    4  is  added   to  3 times  a certain  number, the result   is  31.  Find the number
a. 6   b. 7    c.8   d.9
59.           When  the  sum  of  n  and  2  is  divided  by 20, result  is  4. Find the  value  of  n.
a.76    b.78     c. 80    d. 82
60.          When   8  is added  to  a  certain  number,  the  sum  is  multiplied  by  3, the  result  is 57.
Which  of  the  following  equation  satisfies  the  above.
(a) X(8 +3)=57  b.8(x+3)=57  c.3(8+x)=57  d. 3(x-8)=58.
61.         If     1/a +1/b    = 2/c ,   Express  a  in  term  of  b  and  c .
a.     b.    c.       d.
62.        The  product  of 3  numbers  is   180. If  two  of  the  numbers  are  -3   and-4, what  is  the
third  number ?       a. -15      b. 15       c. 25          d. 30
63.	Solve  for  c  in  the  equation  =     a. 2   b.  1   c.   d.
64.         Factorise   p2 +6p – 16  a.(p+ 2)(p+8)   b. (p+2)(p-8)  c. (p-2)(p+8)  d.(p-2)(P-8)
65.        Simplify  () + ()   a.   b.   c.   d .
66.         Factorise  (a +b)(2a-  3c )  a.(a +b)(2a – 3c -1)  b.(a+b)(2a + 3c -1)    c.(a+b)(2a – 3c +1)
d. (a+b)(2a- 3c)
67.           I  add  55  to  a  number  and  divide  the  sum  by  3. The  result  is  4 times  the  first number.
Find  the  number.  A.5  b.8   c.11   d.14.
68.         Solve        a.5    b.4    c.3    d.2
69.         Make  R the  subject  of  the  formular  in  the  expression   
a.   b.    C.    d. 
70.      solve  5(x +1) – 15 =0     a.x =5    b. x =3   c.x =2     d. x=-6

71        If  tw0  consecutive  number  such  that  6 times  the  smaller  added   to  4 times  the  greater
Is equal  to  134. Find  the   number.          a. 17,18     b.15,16     c.14,16      d.13,14
72.       The   general  form   of  a  Quadratic  expression  is       a. ax3 – bx2 –c   b. ax2 +bx –c
c. ax4 + bx  -c     d. ax2 – bx –c
73.      Find  x   if   8x2 = .       a. 1/10   b. 1/5    c. ¼    d.1/2
74.      Find  the   square  root  of  441.    a.41    b.31    c. 1    d.11
75.       If   y=5  and   3x+ 2y = 10 .  Find  x   a.3    b.2    c.1   d. 0
76.         M ake    x   subject   of  the  formular   
a.   b.     c.      d. 
77.        Add   131 five   and  444five  in  base  five.   A.1230five   b.1130five   c.1330five  d.1430five.
78.            =       find  y  .       a. 2    b.  1     c.1/2      d . 1/3
79.        A   number    is   multiplied  by  itself,  the  product  is  6.  Find  the  number.
a. 1   b. 2    c. 3    d.2/5
80.        solve    the   equation              a.-4    b. -4    c. 4   d.  4

```

### JSS3 Maths Obj guide

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