HARLEY-LUYAH HEIGHTS ACADEMY

6, KAYODE OLABISI STREET, ALAFIATAYO, ORIMEDU, ITA-OLUWO, OGIJO, OGUN STATE.

O8037173405/ 08163105311
FIRST TERM 2023/2024 EXAMINATION
SUBJECT: GOVERNMENT CLASS: SS1
Objectives:
1. The study of government helps us to ----------------
a) Know our rights b) evade tax c) disobey government
2. The THEORY of a primitive society was initiated by ______
a) Nelson Mandela b) Thomas Hobbes c) Nnamdi Azikiwe
3. The fourth organ of government is the ___________
a) High court b) electoral commission c) none of the above
4. The absence of government in a state leads to _______
a) Peaceful existence b) anarchy c) communism
5. One basic principle of government is _________
a) State and nation b) authority c) separation of power
6. Which of these is not a feature of government?
a) Personnel b) Revenue c) legislature
7. The organ of government responsible for law making is the ____
a) Executive b) judiciary c) legislature
8. One major function of government is _____
a) Law making b) road maintenance c) electioneering
9. The knowledge of government helps us to have the spirit of ____
a) Hooliganism b) patriotism c) atheism
10. The ultimate aim of government is to make us
a) thugs b) political scientists c) rebel leaders
11. Power is the ability to _____________
a) control others b) fight others c) work
12. ------- is a form of power
a) Military b) Democracy c) Oligarchy
13. One source of power is
a) Election b) police c) high court
14. Charismatic power is based on a leaders ________
a) smartness b) stubbornness c) personal qualities
15. Which is not a source of authority?
a) Legal b) Charismatic c) Traditional
16. The concept of democracy originated in ________
(a) Britain b) France c) Greece
17. Which of these is not a characteristic of sovereignty
a) Permanenceb) Indivisibility c) Incapability
18. Legitimacy can be determined by which of the following?
a) Common symbols b) Equal rights c) Common heritage
19. A government is considered to be legitimate if it ______
a) wins an election b) becomes autocratic c) has no good plans
20. A form of sovereignty derived through force is called ____ sovereignty
 a) de-facto b) de-jure c) legal

THEORY
1. Describe the functions of the organs of government.
2. Why is government necessary in a state?
3. How is economic power relevant in politics?
4. Inheritance is a form of power. Explain
5. Explain five reasons why you study government.
6. Write out any six functions of government.
7. Explain the two types of democracy.
8. Explain four factors that affect legitimacy
HARLEY-LUYAH HEIGHTS ACADEMY
6, KAYODE OLABISI STREET, ALAFIATAYO, ORIMEDU, ITA-OLUWO, OGIJO, OGUN STATE.
O8037173405/ 08163105311
FIRST TERM 2023/2024 EXAMINATION
SUBJECT: ACCOUNTING CLASS: SS2
ANSWER ANY4 QUESTIONS
1a. Define book keeping and financial accounting
b. mention ten users of financial accounting and state the user of financial
accounting by any of the 5 users
c. Define i. assets ii. Liability iii. Capital iv. Accounting equation
d. List the types of assets according to permanency and nature and explain them
2a. Give a brief history of accounting
b. List 5 professional accounting bodies
c. complete the following tables
assets liability capital
i. 4,000 2,900 ---------
ii. --------- 430 770
iii. 800 710 ---------
iv. 1,500 --------- 1,200
v. 4232 --------- 772
vi. --------- 10,005 1,235
d. classify into assets and liability
i. Bills payable
ii. Bills receivable
iii. Subscription in arrears
iv. Subscription in advance
v. Motor vehicle
vi. Debtors
vii. Bank overdraft
viii. Loans from Mrenobong
ix. Proposed dividend
x. Creditors
3a. Draw the balance sheet of Ayomide as at 31st dec. 2000 from the following
item:
₦
 Capital 130,000
Equipment 90,000
Creditors 9,000
Stock of goods 15,500
Cash 50,000
Bank 3,500
Loan from gad 20,000
b. show the effect of the following transaction
capital assets
liability
i. Paid creditor cash₦ 20
ii. Bought goods on credit
iii. Started business with ₦3000
iv. The owner takes out ₦150 cash for own use
v. A debtors pay is ₦13 by cheque
vi. Bought equipment ₦140 by cash
vii. Sold motor van ₦144 on credit

c. what is double entry book keeping system

d. state the rules of double entry
4a. Define accounts
b. state and explain the classification of accounts
c. complete the following table, showing the accounts to be debited and those to be
ende
amount to be debited amount to be
credited
i. Bought furniture by cheque
ii. Received commission by cheque
iii. Paid wages by cash
iv. Cash sales
v. Cash purchases
vi. Started business with money in bank
vii. The owner took cash for himself\
viii. Sold good on credit to mr. snake
ix. Bought fixture on credit from Mrodutola
 d. Define subsidiary books
5a. Enter up the following transaction in the appropriate day books
June 5 bought goods from kala at 2100 avh
Bought 70 shirts at 150 each
Trade discount 20%
June 7 returned goods to kala
12 shoes
14 shirts
June 10 bought goods from oshofa
5 crates of coca-cola at 400 per crate
35 crate of fanta at 250 per crate
Tading discount 15%
June 13 returned goods to shofa
11 crate of coca-cola
12 crates of fanta
June 16 sold goods to dare
8 shirts at 30 each
10 shoes at 40 each
Trade discount 10%
June 20 sold goods to ayo
30 shirts at 40 each
12 shoes at 60 each
Trade discount 10%
June 23 goods returned to us by Dare
3 shirts at 30 each
2 shoes at 60 each
June 26 returned by Ayo
5 shirts at 40 each
2 shoes at 60 each
b. you are required to enter the following transaction in their relevant ledgers
jan 1 started business with 34,000 in the bank
jan 2 bought goods on credit from fuunmi 1,200
jan 10 bought motor van on credit from dele 32,000
jan 16 paid rate in cash 430
jan 18 sold goods on credit to olodo ₦2,500
jan 22 we returned goods to ejo 1,150
jan 29 paid salaries in cash 320
jan 30 withdraw cash 8,000 from bank.
HARLEY-LUYAH HEIGHTS ACADEMY
6, KAYODE OLABISI STREET, ALAFIATAYO, ORIMEDU, ITA-OLUWO, OGIJO, OGUN STATE.
O8037173405/ 08163105311
FIRST TERM 2023/2024 EXAMINATION
SUBJECT: MATHEMATICS CLASS: JSS1
Objectives:
1. Write in figure: Fifty-five Thousand and Sixteen
(A) 56016 (B) 55016 (C) 55014 (D) 5503
2. What is the difference between 3 hundreds and 4 tens?
(A)340 (B) 440 (C) 404 (D) 260
3. What is the product of 137 and 29?
(A)4,000 (B) 3,973 (C) 3,899 (D) 2,993
4. What is the place value of 6 in 8632?
(A)Tens (B) Hundreds (C) Hundredth (D) Thousands
5. Approximate 50,769 to its nearest hundred
(A) 50,000 (B) 50,700 (C) 50,800 (D) 50,770
6. Express 1998 in Roman numerals
(A)MMXCVIII (B) MCMXCVIII (C) MCCMXCXIII (D) MDXCVII
7. Find the sum of 17.426, 9.89 and 3.4
(A)30.716 (B) 30.706 (C) 30.616 (D) 29.716
8. Find the L.C.M. of 12, 18 and 24
(A)108 (B) 72 (C) 54 (D) 36
9. What must be added to 112.6 to make 172.40?
(A)285.46 (B) 255.00 (C) 60.35 (D) 59.80
10. Find the cost of 5 notebooks at N25.00 each
(A)1,025.00 (B) 250.00 (C) 125.00 (D) 50.00
11. Express 64/5 as a mixed number
(A)12 4/5 (B) 12.8 (C) 6 4 (D) 124 1/5
12. Subtract 5645 from 8125
(A)2480 (B) 4728 (C) 8742 (D) 13778
13. What number does MDCLXXVIII represent? (a) 1678 (b) 1100 (c) 1078
14. What is the place value of 5 in 6508? (a) Five Hundred (b) Five tenth (c) five thousand
15. The lowest common multiple (LCM) of 8, 9 and 125. (a) 60 (b) 72 (c) 12
16. What is the place value of 8 in 4846? (a)8 unit (b)8 thousand (c)8 ten (d)8 hundred (e)8(1)
17. Write the following in figure five billion, four million, three thousand and two hundred
(a)543200 (b)5004003200 (c)5400300200 (d)540330200 (e)5400003200
18. Find the H.C.F. of 18, 24 and 42 (a) 6 (b)8 (c)3 (d)2 (e)7
19. Find the L.C.M of 8, 9 and 12 (a)36 (b)24 (c)72 (d)42 (e)56
20. Write LXXIV in Arabic Numeral (a)54 (b)48 (c)74 (d)55 (e)22
 THEORY
1. Write in words
(i) 735001000736014
(ii) 560420.567
(b) Write in figures
(i) Seven billion, Seventy thousand and seventy seven
(ii) Three trillion, forty billion, four million, four hundred thousand and forty
four
2. Write in Roman Figures
(i) 3969 (ii)1846
(b) write in Ordinary Numbers
(i) MMCMXCVii (b) CDLXXXiii
3. Solve the following
(a) 0.005 + 23 + 2.74 + 5.6
(b) 18 – 5.696
(c) 0.009 ÷ 18
(d) 25.125 x 2.5
4. Divide the LCM by the HCF of 24, 36 and 48

(b) Find the product of the HCF and LCM of 18, 28 and 32
5. Evaluate the following
1 2
(a) 3 2 + 7 5
5 25
(b) ÷
9 81
7 14
(c) 1 8 x 2 25
7 5
(d) 8 − 6
6. Solve the following
(a) convert 171ten to binary
(b) convert 11101two to base 10
(c) Multiply 111two x 111two
(d) Divide 10101two ÷ 11two
HARLEY-LUYAH HEIGHTS ACADEMY
6, KAYODE OLABISI STREET, ALAFIATAYO, ORIMEDU, ITA-OLUWO, OGIJO, OGUN STATE.
O8037173405/ 08163105311
FIRST TERM 2023/2024 EXAMINATION
SUBJECT: MATHEMATICS CLASS: JSS2
Objectives:

1. The square root of 6400 is _____ (a) 80 (b) 10 (c) 60

2. (+8) + (-2) = x; find x. (a) +6 (b) -6 (c) +10
3. When x = 2 and y = 3, the value of xy -5y is ______ (a) -9 (b) 18 (c) 48
4. 25% of N100 is _____ (a) N25 (b) N225 (c) N100
5. The standard form of 9 000 000 is _____ (a) 9 x 102 (b) 9 x 106 (c) 9 x 109
6. 105ten to a binary number is ____ (a) 111011 (b) 1101001 (c) 0011101
7. The LCM of 9 and 12 is _____ (a) 36 (b) 18 (c) 24
8. The square root of 9/25is ______ (a) 3/5 (b) 81/225 (c) 3/25
9. Express 1/16 in standard form
(A) 6.25 x 10 (B) 6.25 x 10-1 (C) 6.25 x 10-2 (D) 6.25 x 100
10. The HCF of 6 and 18 is (a) 54 (b) 6 (c) 12
11. The LCM of 9 and 12 is _____ (a) 36 (b) 18 (c) 24
12. Round off 0.995 to the nearest hundredth
(A)0.95 (B) 0.94 (C) 1.00 (D) 1.45
13. Simplify 8 x 109 divided by 4 x 106
(A)809/406 (B) 4 x 1015 (C) 4 x 103 (D) 2 x 103
14. Simplify -3 + (-3) – (-11)
(A)17 (B) -17 (C) 5 (D) -5
15. Express 85 as a binary number
(A)11101012 (B) 10101012 (C) 11101102 (D) 10111102
16. 28+320 (a) 680 (b) 625 (c) 420 (d) 348
17. Solve 3x – 4 = – 2x + 16 (a) x = 4 (b) x
18. I subtract 3 from a certain number, multiply the result by 5 and then add 9, the final result is
54, the original number is ____ (a) 10 (b) 12 (c) 6
19. If y = (x+9)/(x-3), find the value of y when x = 5. (a) -5 (b) 7 (c) -2
20. The square root of 9/25is ______ (a) 3/5 (b) 81/225 (c) 3/25
 THEORY
1. Solve the following leaving your answer in Standard form
(a) 74000 x 2500
(b) 0.0004 x 750.25
(c) 500 ÷ 25
(d) 1.56 ÷ 2
2. Evaluate the following
(a) 72 −√ 81− √225
(b) 12
√75

3.
(c)
√ 1
125
25
Kemi and Femi shared some oranges in ratio 4:5. If Kemi gets 48 oranges,
how many does Femi gets?
(b) Musa divided 150 cows among his three sons in the ratio 3:5:7, how many
does each get?
4. Find the profit or loss percent for each of the following
(i) Cp = N40 Sp = N52
(ii) Cp = N450 Sp = N360
(b) Find the selling price or cost price of the following
(i) Cp = N200 %P = 20%
(ii) Sp = N600 %P = 10%
5. Find the simple interest
(a) Principal = N5000
1
Rate = 5 2 %
1
Time = 7 2 years

(b) Principal = N16,000

Rate = 6%
1
Time = 5 2 years
HARLEY-LUYAH HEIGHTS ACADEMY
6, KAYODE OLABISI STREET, ALAFIATAYO, ORIMEDU, ITA-OLUWO, OGIJO, OGUN STATE.
O8037173405/ 08163105311
FIRST TERM 2023/2024 EXAMINATION
SUBJECT: MATHEMATICS CLASS: JSS3
Objectives:

1. The square root of 6400 is _____ (a) 80 (b) 10 (c) 60

2. (+8) + (-2) = x; find x. (a) +6 (b) -6 (c) +10
3. When x = 2 and y = 3, the value of xy -5y is ______ (a) -9 (b) 18 (c) 48
4. Seven workers dig a piece of ground in 10 days. How long would 5 workers take?
(a) 14 days (b) 10 days (c) 7 days
5. 25% of N100 is _____ (a) N25 (b) N225 (c) N100
6. I subtract 3 from a certain number, multiply the result by 5 and then add 9, the final result is
54, the original number is ____ (a) 10 (b) 12 (c) 6
7. The standard form of 9 000 000 is _____ (a) 9 x 102 (b) 9 x 106 (c) 9 x 109
8. 105ten to a binary number is ____ (a) 111011 (b) 1101001 (c) 0011101
9. If y = (x+9)/(x-3), find the value of y when x = 5. (a) -5 (b) 7 (c) -2
10. The product of 3 ¼ and 2 2/5 is (a) 7 4/5 (b)7/5 (c) 4/5
11. The LCM of 9 and 12 is _____ (a) 36 (b) 18 (c) 24
12. The square root of 9/25is ______ (a) 3/5 (b) 81/225 (c) 3/25
13. Express 1/16 in standard form(A) 6.25 x 10 (B) 6.25 x 10-1 (C) 6.25 x 10-2 (D) 6.25 x 100
14. Simplify 5/6 x 4 2/3 ÷ 2 7/9 (A)2½ (B) 1 2/5 (C) 2/7 (D) 5/8
15. Round off 0.995 to the nearest hundredth (A)0.95 (B) 0.94 (C) 1.00 (D) 1.45
16. Simplify 8 x 109 divided by 4 x 106 (A)809/406 (B) 4 x 1015 (C) 4 x 103 (D) 2 x 103
17. Simplify -3 + (-3) – (-11) (A) 17 (B) -17 (C) 5 (D) -5
18. What is the co-efficient of ‘y’ in the expansion of (6+y) ( 3-y)? (A) 3 (B) 6 (C) -3 (D) -6
Express 85 as a binary number (A) 11101012 (B) 10101012 (C) 11101102 (D) 10111102
19. 1110112 + 11112 = (A) 10010102 (B) 11101102 (C) 10011102 (D) 11111112
20. Solve 3x – 4 = – 2x + 16 (a) x = 4 (b) x= 5 (c) x = 6 (d) x = 8
 THEORY
1. (a) I added 18 to 3 times a number, the result is equal to 5 times the number. What is the number?
(b) The Formula P = 9d + 320 is the cost of buying on article “P” while “d” is the number of
articles bought. If P = N797.00, find the number of articles.
(c) The sum of three numbers is 30. The middle number is 5 less than the largest number, while
the smallest number is one-third of the largest number. Solve for the three numbers.
2. (a) D is partly constant and Partly varies with V. When V = 40, D = 150 and when V = 54, D = 192.
(i) Find the formula connecting D and V.
(ii) Find D when V = 73
(b) It takes 20 men 60 days to complete a building work. How many days longer would it take 15
men, assuming that they all work at the same rate?
(c) According to coulomb’s law of the force F is directly proportional to the product of charges q
and Q and inversely proportional to the square of distance R between the two charges. F=40 N,
R = 16m, q = 20 Coulombs and Q = 32 Coulomb.
(i) Express F in terms of the charges and distance R (ii) Find the value of q when F = 50N, R = 49m
and Q = 40 coulombs.
3. Convert the following as indicated
9
(i) 171 ten to Binary
32
(ii) 231.02four to Duodecimal
(b) Solve the following
(i) 3ACsixteen x 1BFsixteen
(ii) 10101two ÷ 11two
(iii) 767nine – 877nine + 235nine
(iv) 4BF.E4sixteen – 1FE.FDsixteen
4. Simplify the following
(a) a3 b2 (b) x 2+ x y
4
a b ( x +y) ( x -y)
(c) 4a + b – 3a + 2b
3 5
(d) 1 + 2
3b 5b
(e) Expand the following (i) (3 – 9x) (5 – 4x) (ii) (6x – 5y)2