The working capital of the club is

• A. N5000
• B. N4000
• C. N3000
• D. N7000

Gloves are to hands as shoes are to:

• A. Boxers
• B. Hands
• C. feet
• D. Legs

Which of the following are produced after a nuclear fusion process? i. one heavy nucleus. ii. neutrons^-1. iii. protons. iv. Energy.

• A. i and ii
• B. i and iv
• C. ii and iii
• D. ii and iv

which of the following is true of cloning?

• A. it is welcomed as an ethical and morally sound science
• B. only one cell of the original organism is needed to initiate the process
• C. the clone is similar to but not exactly like the original organism
• D. it involves the asexual multiplication of the tissues of the original organism

Which of the following pairs of reagents reat to produce hydrogen?

• A. Zinc and concentrated trioxonitrate (V) acid
• B. Water and calcium dicarbide
• C. Copper and dilute hydrochloric acid
• D. Magnesium and dilute tetraoxosulphate (VI) acid

(a) explain decentralization.

(b) State four advantages of decentralization.

This question is based on General Literature Principles and Literary Appreciation.

A picaresque novel is a

• A. work of fiction set in a utopian past recalling the splendour of rural life
• B. psychological novel with penetrating analyses of human emotions
• C. futuristic novel set in outer space
• D. work of fiction tracing the adventures of a scoundrel of low birth

In the question below, fill the gap with the most appropriate option: How can we believe this witness when no one will .... his story?

• A. collate
• B. correlate
• C. collaborate
• D. corroborate

When Elijah confronted Ahab over the killing of Naboth, Ahab

• A. rejected any responsibility for it
• B. blamed Jezebel for the urder
• C. repented with sackcloth and fasting
• D. reluctantly accepted responsibility for it

(a) Draw the table of values for the relation \(y = x^{2}\) for the interval \(-3 \leq x \leq 4\).

(b) Using a scale of 2 cm to 1 unit on the x- axis and 2 cm to 2 units on the y- axis, draw the graphs of : (i) \(y = x^{2}\) ; (ii) \(y = 2x + 3\) for \(-3 \leq x \leq 4\).

(c) Use your graph to find : (i) the roots of the equation \(x^{2} = 2x + 3\) ; (ii) the gradient of \(y = x^{2}\) at x = -2.