1964-04-08 — Page 10

百二張四常

日六廿月二年层甲歷

WAH KIU YAT PO

華僑教育

-

九六四年度

文中學會考試題預習專欄

準僑日報英中會考試題研究委員會主編

數學

Preparatory Test 14.

(十四)

A certain 3 per cent stock is at 91, and a 4 par cent atick at 123; one peroon buya $5,000stack in each, and another persons invests $5,000 money ia, each compare the respective rates of interest obtained by the two on their whole inveatments.

2. A.grant is made at the rate of $60 per head for all the children in elementary schools, If the grant be distributed at the rate of $69 per child in town, and 842 per child in country schools, how many per cent of the children are in town and country resp.1.

Solve:me

3.

xy + x + y 9,

y2+ y + z =29,

x2 + 2 + 23's

Use the area formula of a triangle or otherwise

prove that in the triangles ABC and AXY, if XY ia parallel to BC,

飯

(E.SC, E.,1962).

(4) multiplied by (5) ́wa havê,

(24

22

XY 28xy;

08.

真你就 48 0

(xy - 8)(xy

2x28xy - 90 10

Or, xy

2

¡Substitute the value of xy«8 into (4) we have

.:24

: 10

Ans.)

:Substitute the value of zy-t into (4) we have

• 24

18

40x

22x

20x

4x

(4x+3)(8x~9). (4x-3)(x-9)

(8x-7)(4x-8) ~(8x-7)(4x-5)

日八月四年四六九一零公年三Å田国学历

[升中指南|中文科教材

今日在麗的呼聲播出

時間:

上午十時 : 下午六時 如何應付考試? (一)試迎分析

OTERCEL請電過了,由於所有的材料需界經過選擇,相信過去在本節目所然的一

由於到做日期未將號,所以安卡尔玛開始顯約一個新的想我——”如何應付考試?小內 容約分八路,此次所開的「抵塀实分斤」,「如何解冷试题」..................「今年預」 全在退時期和百位封性,我州信零曹村好好的帮助。

分析試題,我出國1950年小學會考開始,雖然現在的名稱是小學學試,但事實上這個考試 「是膽小黑的治病日來的。

試卷一

195047

玉蘭刻去糕問「故里卻軍」一的的太寓。

2.試做一段做父,約七十字,描寫月夜的天空色·

3. FESTNEHO •

4.式解下列:

涵借生千車足,避免故鄉

5.将下列各中之字改正

建

甲、圓祿為張的影響,不滿在學問

传,一間努力作,

·陳列在客嗥的帶,還其彩色斑爛

軼事

·那鳴佈鸣,東方的曙光,无破了暗之夜•

(-)

(一)版友往詗讓體來說,

戴聞:四十分鐘

於上列1958年小學會考的就看來,跟過近的小就怎的比較無誌,形式上,數量上都是大 不同的,週自然和譲审的国列有關。當時學生人數少,中學位不虞候,從約烈競爭,所以

19514

1.例球下列是以带表渎其淡者爲佳,

力 2.放下列句中的蜡字:

甲、身體雖然腸豬,可是飲食理

微心

乙、進件函確的康,就有小数人造得來 閃。你在車站飯哦,別忙紀我。 丁、物臘起疎無常,影響工

極大

-

B

Give the steps of a purely geometrical constraction for an isosceles triangle wtrose area is the same as the area of the given quadrilaterial ABCD, and whow... height is one of the diagonala, Indicate how many such triangles osa be constructed and prove your ireealta.(8.5.6.8.1962}

_68x + 35►

A

(1)小年菜炎的解

2.設運聯

(3)我的滋

價札湖線

(2)兩洋謀生的龄免致掉清蹋告家庭狀况睿

1951年的試題比1950年的果決,因為不用關時,又少了一段描寫月夜景色的文字。其餘作交作 曾但都是一線的,沒有茲與改變·我介紹1950年1951年初年的式感人了黎退個半 鹹的初戀情形,同時跟大家知道武的收心恣步的,每一年都要有改變但大部分是个怪的,那麼 2,1965年中就的試題正好和大缺心的理

以後我會类屐段考試中選雜一裝的間操作胙細析•

2

Given co2 年0-1-

Hence, or otherwise, provaj

that in the triangla whose sides are 9, 18, 20, the greatest angle is exactly double the angle opposite

(E.S.C.E.,1962)

。

7._it b=/3+ 1, on2, Am30o, find a, whera a, D. c are_thi

'midam of the triangle ABC. (e.3.c...1962).

et sanje 57 (2.8.0.8., 1962):

12 13

.:find the valua

Solution,.

Preparatory Test 13

The number os nuta haught must be exact Is

divisible by 49.

麗

·Tanz

*iox

tanz - sing

1000aw

45

1.00

0.71.

0.29.

7,07

(50)

1.19 0,77

0.42

4.43

55

1:45

0.82

0:01

5.74

8,00

Balf that number must also be exaotly divisible by 24 and 26,

.63

1.23

4.23

*20%

*49 ± 24 ± 25 x 2

5.6.7

4.69

-58:800. Ane,

$1,43

10.43

the cost to buying 56,800 mata at 49 for 24 42 x 24.x 28 x 24%

90

|首

f, the smount" oallgoted from the eRTO

-[88,800 × 1 =2-) • (58,800 × † = -xla. #2,4012

10

*the profit-i₫ AD#.

A va thien of the int kind rac ivan Lân, đi r4 1.9., £5 64. for a certain amount of work in 4 waE, Avoriosan of the 2nd kind receiven. 186. ödez 5

T

1.9., C4 12s. 6d, for the same amount of work i

Q

&

(the work of one of the ist is to that at one at the

2nd as 6 to ̊4)

***

the 2nd kind of workmen are the cheaper, but

the lat kind must be employed in order to completa

the work as quickly as possible.

So, if vorician of the Isi kind are employed, que

week ja ented on work which will last for 4 vasice, 好正常感- M 12s.dd,-13e, dd more te

for such verkman imployed.".

pens

Kor, ESTO mere la apent; sod 4 weeks i«nu_oro_tukm)

the, mabur- of verkman employed,

1

Bz4

20

".. the "mìnber of weeks taken if workmen of] the let kind are employed to somplete spe work wê z 4 -16 weeks,

♫, the number of weeks- taken if workmen of

the 2nd kind are employed to complete the same work w 16 x 5/4 -20 weeks,

,, 50 men of the 1st kind de 32 of the work sach week at a cost of 26s. 6d. x .50-£66_55.

, đụ 60 men of the 2nd kind de

sach week at a cost of. 18.6d

40 of the work

* 50-£46 5*,

,10 men of such kind de •

斷

160

a vestje? 260 58. Cíl be,

ȣ333 106.

/ény támoTMsaken” by` 50 men of such kind te de the whole work together - 160 weeka.

12, the required cost Vå m£112 106

160

+

50*

70°

80

00

From the grapan Drax

- aina and p=1000#xy)

A is the only polavia which they intersect.

* *143* in chilation of the given equation,i

Givani 0 is the in-ent re

in produced to meet

the sirouna Kaku...af} ABC at D.

Proof; # ZAGO«/0CH

继

Jin-centre)

D

1950年

靚女 联事

1951年

踟躇

事

1952年

背 自然服 逛者荐

1953年

黎大感

距急包

1955年

在

不断 好能不能

搭雞雞

魚目泥珠完區鄰燻

三思銀行

珠

1956年

萬欲燃火

勃勃

性悦悦

1957年,胸有成竹

1958年

同调 新手底足

點肆之後

1959年

不许跛购

1981

名山 破釜沉舟

這年終水湾生訊鹄潔廳的巴黎窝上另一一微發間形式,那就是要考生利用觸静造句

吉當然,如果魷戲能不了解是不能做成饯干的,

實際 烧號

ZE

(一)從指強中選出一個與知識外形有關係的詞語,在該歸類下豐一直機$

〔1)旗燃和堂(下線,實力,辛苦)

2)ERSE

(#2. MAR. **• *)

(3)** (EN AN› DH. ##)

(A) WAYQUE

(5)日大

(Bolt » Pay, JuRS, EPEC -)

WAS 7. ABHA

康

(6)

27

(MES! • M

• *

8) HET

(AZE ·

· AF)

地

(4)只想一些俱成功了

(5)放下一度擔于那鮮

()内平常的人

(7)报社會上人親的對付

(6) › HEHA.

(9)名优馀送代·

(10)各切唱不须解權。

(三)藏在抽出內地上一個

*0)

镒)

(無

(*__*)

一個網誌電

(1264口入,( )口。

(2)()(

) WILEY

(4)()也您側()我们 (5)淋伏( • EFW •

(6)以說理人,失之( >( ).

(7)失之陽,我之

(*) *** • (四)平時不燒(),帶時抱(

(10) (

( 12 ) 1:1

(13)工

(14) A2#C

• AI! ( 3:

> KFZ (

Era •

,必先利其

). ).

)諾溫

(15)-网統出(

(-)-GN FARERETEK:

(四)昨天找入城裏,但來減小覺下來:我院透了,我實見那些容著能需推

BY KEXT-DENIZMA •

(1): MAVUNONA •

(2) AUREL SURMA ZUM •

(3):19456RRAS KEBA. •

(4): ITARICHI TRAJU •

* (298 (3)

(5) (6)

(7)

(8)##

(9) (10) (1)

(12)

( 15 ) (13) (14)

( 16 )

(17) (18) (19)

(20)

(三)(1)吃苦始後,

它一已之者,李一己之前:吃人之者者,事余人!

Z. (3)ME, RENT (4) EXCEK › ANNEJ • ( 5 ) F 所謂「遐信資不如無書」永款我們有懷疑的借勢,不要讓任實感迷信•

xy

-16

-60

(1)

..(2)

-20

xy

4232 -44 ·

-20

-24.

-24 - 17.

y2 -16

-20

(3)

- x3

-xy - 4.

in the

1/03

DO DC (angles equut)

same way ve fun prave DuOR

DB=DOW UC,

Given DA to any radiva

and.is produsėd to B such that ABOA. CD 1 any zangent.to the circle at D.

BC is perpi tu CU at C.

To prove 10AÇ-3/ACB.>

B

Proofs Prom a grup ́perp."AB ́to ̈CD`at 5

朵

Join OD. AD, and AC.

As CD in a tangent to the circle (given)

eng QD ta perpendicular te CD.

As BC////00 (perpendiculars to the same,

and, QAmAB (given)

straight_lins)

DE-EC (intercept theorem)

LACB =[CAE (alternate angles, BC//AE)}

LEAD ZADO(

LADO H/DAD (Q-DD, reddi)

la triangles CAE, DAE

CE DE (proved)

ax//0).

CEA DEA (rt, angles, LE is perp, to CDI.

AEndE (commom)

ACAE

ADAB

***, /CAE =/DAR

(5.4.5.))

As [ÉAV-ADO, LADO-/DAO, (proved)]

• ¿CA E=/EA D-/DAO.

But /CAE-LACU (proved)

••, [0XC«/UA 0❤/E&TMH4/CAE=3/ACD.

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