日十三月十年八七九一层公年七十六國民中

一期星

一週金鈔概况,

四角

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跌一蒩五。 TAKKE-RNECED-REKKOOK

BEHELENSES - () 一對卡特的瓦通做政策開烩表示不俗任,美元已告籍,而金實在美加市 牧市海安土反彈兩美元之多。在遮三,正在開市的東京外家市畠在卡特 元在國際外照市堀韆舉,而金伍因亞獲利商吐壓力下而挫。但週二投資者 ,在過一,由於卡特宣佈反蟊貨膨服政策在節,投資者投,英 再上週內收市償一二八八,二大升五十五元六角,踏下本在全慣有史以來 ,最低選二之一二八一。五,夜棚大十三站。週六收市慣一四三、八嫁 一十四浒大角,過大升二十六元四年。全遇眾為價位常避六之三四四五 天均告上升,且升茜大,週一升九元人向,週二十二.元六角,諧四升 本港金市,除週二下跃十四二角及選五三元六角外,其他交易

儷爲百分之五點七五,工資加幅股櫙爲百分之七。... 通换政策再次被金融界人士突然空泰而缺乏真绫有力的內容。 卡特痍統熱症線取新的反者長把維,目的在於把物價每年的增加极限

| STREKE - ARBORE

金價越升越急

港匯再創新低

·酒六收市債高至一三四三八,全大升五

報日僑華

之距是携卡塵 加錢自制特生 點逈願說大 入卻性止他的 摧質。會 批

新 反 「年無卡措 質料法特

。佈點

·積决所宣佈的工奸及物俊方針,是在一般人意料之中,席前早已受劳

·去塑外幣就很走势 - 美元光升後跌,但炔隱慶大,而英旛日游刘大幅

箭對儿。九二港元,升四角五仙,每肖馬克對二七四·六○港元,升十二

升五元。人民幣對港元升值二巴仙,每百港宕側爲人民幣三五。一一.

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不過,在最近在難。不過,若没州揭出

1979

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榮下面

中學會考試題預習專欄

香港偉文出版社歐啟忠提供資料

()

英文科

ENGLISH

E.F. O'Neill

PART (1)

Rewrite these sentences. Keep the mean- ing of the original sentences as far as possible. Use the words given in brackets or follow the instructions. Make only those changes which are necessary. Example:

Helen does not pay attention in class and so she does badly in Mathematics.

(Rewrite as a conditional sentence using 'if')

If Helen paid attention in class, she would

not do badly in Mathematics.

Feter ran into the door because he wasn't wearing his glasses.

(Rewrite as a conditional sentence using 'if')

(b) If he had told me who he was, I

would have let him in. (Rewrite omitting "'if')

(c) If you paid attention in class, you

would have no trouble

standing your lessons.

(Rewrite omitting if

under-

(d) Helen is now in trouble because she

spoke rudely to her teacher,

Rewrite as a conditional sentence using 'if')

(e) The enemy carried out indiscrimin

ate bombing of the city. (bombed)

(f) The doctor came whenever the sick

needed him.

(no matter)

(g) He contacted us within a week.

(made)

(h) We would have failed if John had

not helped us. (but for)

(i) Because of John's quick thinking,

the drowning boy was saved. (Begin: Thanks)

(1) The fire caused extensive damage to

the building. (damaged)

(k) Your request is being considered..

(under)

(1)

She bought a quantity of those pens. (in)

(m) This product has been in deinand

all year.

(a demand)

(n) He made a generous contribution to

the community chest. (contributed)

(o) The Hong Kong govemment tax

few imported articles. (put)

(p) She spoke in a low voice. She did

not want to disturb anyone. (Combine beginning; Not)

(q) He made good use of his free time

to learn French. (took)

(r) He persistently refused to grant

their request.

(Begin: He was persistent)

(s) Europeans traditionally make a re- solution for the coming year on New Year's eve.

(Begin: It's a European tradition)

t) I bought a present for Helen on her

birthday. (omit "for")

PART (2)

七七五五入

He (b).

(c)

In each question an incomplete sentence is given, with four items underneath, A, B, C and D. When all the items are in- serted in the right order, they will com plete the sentence. For each question, choose the correct order and write the letters in their proper sequence.

Example:

Would with these heavy boxes? A. helping

B. me D. mind

Answer: C D A B

you

(a) Please. the Hilton Hotel

(b) I apologise

上面

(be) in Form 5 now if he

(promote) last year. Without (pass) the examin-

a doubt, he (d),

ation but he (e).

(be) seriously ill

of the last school

(cannot sit) for the

for the final six weeks year and (f)

examination so his teachers (g) (think) that it (h). (be) better for him to repeat Form 4 in the coming school year.

At first John (i). (be) un- willing to repeat F. 4 and but for his father's encouragement, he (). (quit) school and (k). (go) out to get a job. Now, however, John is happy

If

bcd prove that (ash)

•h}{c+d}={b+c)".

Find the value of kif

2

x2 + y2+8kx+20y+125-0

represents a point circle;

8. Prove the identity (1+tan@)^-(1-tan☺)

Section B

(know).

(study) hard, he (n)

(have) no trouble (o):

at school since he (1).

A

the way

C.

me

B. to D.

show

if he (m)

you earlier.

promoted this year.

A not

B.

for

C. informed

D.

having

(c). John was.

his pen.

A.

enough

B.

to lend

C. good

D.

me

(d) Mary ran all the way to the station

the train had already left.

C.

A. find

to

B. that

D. only

he

B. until

(e) The coach told the boys

gave the signal.

A.

to start

C.

not

D. running

early, I'll meet you at the

coffee shop.

A. Finish/finish

I

C. Work/work

Should/should

(g) You look like

A. with

ں نے

a cup of tea.

B.

do

C. could

D. you

(h) You may take

A.

C.

A.

stamp whichever

Someone has

lights

B. you

D. like

B. the

C. оп

D.

left

If only A.

PART (3)

studied harder.

when I was young!

B. I

D. had

In the passage below, fill in each blank space with one word which best com- pletes the meaning of the sentence in which the blank appears.

(a)

As Mr. Smith has been laid

with a serious illness for over two months, the general manager has ap pointed Mr. Appleby to take (b) his job. During Mr. Smith's absence many decisions have had to be put (c) and work on several schemes has been held (d)

Now it will be

up (e)

Mr. Appleby to make (f) for lost time (g)` ensuring that work on all schemes goes (h)...................

full speed. Meanwhile, the success of Mr. Smith's latest operation has given every- believe that Mr.

(i).

one reason (j).

Smith will pull (k), able to take (1).

and will be his responsibilities

once again.

PART (4)

In the passage below, fill in each blank space with the correct form of the word(s) in brackets. The first one has been done for you.

Example: (a) has just celebrated

John, who (a),

(just celebrate)

his seventeenth birthday is in Form 4.

(get)

John's teachers are very pleased with his work and often say that if only the rest of the class (p).

(study)

as hard as John, their work (q).

(have) to (be) easier, they (r)_________ scold the students much less than

they (s). (do) now and they (t)-

(have) time to teach more advanced material.

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新數學

MODERN MATHEMATICS (4)

TEST 2

Answer ALL questions Á Section A and any SIX

Section B.

Section A

In figure 1. O is the centre of the circl LAED-89 në ¿ÅDE×70o

Find ..

Figure

Find the set of values of

x such that

2

2

and x2-5x+67 0 If x-x-4=0, find the value of (2x-1)2.

4. fu figure 2, 0 is the

centre of the circle, OA=0B=10cm and ZAOB=120".

Find the area of the

shaded region. (take F-3.14).

Figure 2

5. In figure 3, ZABC-90", LCAB=30°, ¿CDB=45° - and

AD=10. Find the length

of BC.

Figure 3

10

A

D

cos D

The

9. As shewn în figure 4,

right circular cone is divided into 3 proportions

A, B and C by planes.

paralled to the bane.

heights of the portions

are 1, 2 and 3 units respectively. Calculate. (a) the ratio of the volune

of A to that of 8. (b) the

ratio of the volume of B to that of C,

"

ratio of the area

of the curved surface

of B to that of C

Figure 4

10.A man barrows $9000 to be

repaid with interest at

8 p.n. in 3 equal annual instalments, the first. payment being due at "the end of the first year.

Find the size of each

annual instalment,

11.2 cards are dravó from en

bag containing 9 cards numbered 1, 2, 3, 4,

7, 8, 9, If the cards are

drawn at random, what is the probability that (a) both cards are odd

numbered.

(b) the sum of the numbers

obtained is odd.

(c) the sum of the numbers

obtained is even, 12. In figure 5, three circles

r, touch are of equal radii each other: Express, in

terms of ↑ and r,

(a) the perimeter of the

shaded region.

(b) the area of the shaded

region.

&

Figure 5

13.A straight line x-3y+6-0

cute the circle

2

2

+y^~10x-14y+54=0 at

points A and B.

(a) (i) find the

co-ordinates of A

and B.

(ii) the length of the

chord AB.

If the centre of the circle is 0,

(1) find the

co-ordinates of 0.

(ii) find the length

of OA.

(c) Prove that the chord

AB subtends a ri

angle at the centre.

14,The graph of y=a+(x+b)2

passes through the points (0, 5),

as shown), and (c,: 0)

in figure

-(a) (i) Find the values

(ii)

of a and b;

Find the value

of c.

at is the minimum

value of y?

[00.5)

(1,9)

Figure 6

figure 7, OABC' is a

aquare. H, K and Pare

points on AB, BC and HK, such that AH÷HB=1:2,

BK: KC=1:2,

and IP:PK-2÷1.

Let the vector OC he

represented by 31 and OA

by 37.

(a) (1) Express OH, OK

in terms of and 3.

(ii) Express OP in

terms of † and

(b) Find <HOK.

Figure 7

16. The sum and product of

first three terms of an A.. are 27 and 288

respectively.

(a) Find the first term

and the common difference of the A.P; (b) Find the 10th term of

the A.P.

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