目播育教 頁三第張六第日五十月二十年辰丙饜夏
WAH KIUYAT PO
郭日僑
三期星
日二月二年七七九一腊公年六十六國民中
F
節。早天
天
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上行券分選一 、蘭婆時 箱卅氣時槿,告時
→學新快,告新 天科聞的新聞 菜,稱節聖經簡 報卅報 葵阕快報 易上,塡報、告分
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新告時
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音時,十輯時 報,,,報分卅。千韜邪彩
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七、卅掌音歐音導,分五新告廣新廣新,新佩测新 或武新座民、 每天分卅天分今樂四菜。實, 林聞。播開播關天開康族隨婚林聞。天新
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天告罐
【濟新精簡名新
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敞开。
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·花十重曲光新考天八曲卅行束今七0商人天六宮,租五等,經四。安,龍發在交三一轻人二担午情 交報一份現
時時政役, 易告時
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子,十九與慈
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·五新兵波界氣,世名
十一時五分
十時五分,初級
九時卅五分,秘書
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四時五
四十五十報 十分分
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佳藝電視
十二時十五分,
十足度九天八
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::九時卅分,牛精良
。
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·嬖、爆報八片:
十大,十報四片四街報四愛一卅切i 三賽十分淇十第十春椰子 浪片分
分片五分
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燒時。貓嚇
吧。
發瘋仔自嘆
主唱者
粹典
冰冰
"一時,全日播映完一.十二時十五分
·小明星(即曼薇 ) 固你暑樣做人,(二段,為我把退會幾向 南,流,叫一聲,我地好同胞,你唱好係 心,人人見你槍,係氣色咁難聞,只脚吊吊橋, ,燒肉冇得分,先人的祈證-依靠誰人,可不 都變作殘疾人,一定斷爾親朋,清明節,祭宗親 .以爲俋民,誰知染上身,遍體現紅盤
溫乃壓先生供稿
完成時約當三十年代初 出版者:凌鹰账唱片公司
人興三街
小明星是三水颗人 (收板 幸福濟民生IC三段,挽救我地同
,妤同胞個個都係然血月兒,快把荷神
期
百家變唱紀,三
居。小明星年紀約十
我
嵬咁搽,遍體讎紅現,原來脚板守,想起養家,
咁把
面好時關咁想肉機精密
起酸救收
然蕃,我振雄
奧渢地砸退
“微曲・名「發瘋仔中狀,人人睇到我底,眞豬肺,「食句」返去大村惊。 人,常常在她家附近座 返,我院白發生冤说,自怨當初唔好站籤,演 興趣。有一個送白攢的自已唔係嗝,龔茜眞[鬣句J我到今時採鍇恨難。 路「四段』該铤紮唔知點線好𨨏梯來報数可轻
·在折成,重句可連累我個老婆,我面百眞難睇,
「元」,又名「發溫仔自嘆」。小明星喜獄遊疽技
距,四有碗仔是附白特約体力
愛徒走世,技狀支藏的有二
一曲,人而久之,她也怒。一句也可嘆我一點,三月初三到 步,而且我變甥年幾咁老,邊個掃基 〔句]
之意,歌詞如下: 一也是以紅支曲陳名。
你唔好人,一直唔使間,况且失猶斯文,有一個 棹-筐街(食勺》「攻版「想我爲風光一 于“服似劍,灰邃咁細心- 豆人-的女子·秋波凳,或從今以後絕親朋自源吟,一句,惟有對 弄 銷魂,無機旧,却原來咁嘅心,正义話 天公一間,心點悬天礙你做乜些懊惱。冷風吹神 去梁女人,生油火水都所分,自己英留神,狂徒 心痛- (句)我痛苦得咁凄凉,夜晒心我出晒 序西皮)你自種根,四圍走好似倒瀉太公香爐,有仔唔中用唱能侍奉祖宗
涵雪模灰
况来
1977中學會考試題預習專欄
明德社主編
新數學(十三)·魯榮家
Modern Mathematics(13)
Exercise
SectionA : Answer all euge auestions in this section.
1. As figure shown, ABCD is
a scuare, ABEC is an equilateral triangle. find ZAED.
Find the sum of all numbers between 1 and
2001 which are divisible by
3 If a =-31
and =91-16j express c in terms of a and b. The greatest slove of a hill is 30° to the horit
what will be the
zonta slope of a Dath on the.
hill which makes an angle of 45° with a line of the greatest slope.
solve the equation
6tanx-4sin-x-1
where 0°4x6360°
6. Evaluate, correct to
three significant figures
2.7832 – 2.2172
108.
The average profit per annum made by a business firm for three years Was $525. the average annue: orofit for the first and
second years was
nd the was $623– and the average annual Drofit for the second and third was 3474, Pind the
A wax spherical ball3cm in diameter is melted and recast into three spheri cal, balls. The diameters of two of them are 1:
120m
and 2cn respectively. what. is the diameter of the third.
section B: Answer any six
12.
x+y=6= OM
ABc is an isoceles triangle with AB
AC. If n = kB, d = AC;
1) express AD in terms of s
and a where D.is the mid- Point of
ity Pins Chevalue of Ada
hence, or otherwise,
prove that AD is ver.
13. Prove by mathematical
induction that the sam of first n terms of a G.P., denoted by S(n) is
a(CA) equal to
where
a and r are the first term and the common ratio of the Gr. respectively.
13.krove by mathematical
induction that the sun of first n terms of a
denoted by s(n) is
ecaal to
n
2=1
where
a and r are the First term and the common ratio of the G. respectively.
Draw the graoh of y=
2−2x+1 (−5 ≤ x ≤5) and solve graphically
2x+8= 0
X + 6
ii) x 111)2x2 5x 12
15.By. asing the gradh.
Marks
Number of Candi- dates who score below this mark
語
15
20
25
6 15
35
45 50
The table shows the distri- bution of 50 candidates in a Mathematics test and its data is plotted in the ac− company graph graph. table i) Fill in the tablebelow.
Range of ̇marks
0-14 15-19 20-24
Number of Candi- date falling in this range.
ii) Hence, find the mean
score in the test.
A
questions in this section, iii)
| 9. If d, ß are the roots of
20+7x3=0, find
B+1
+1
the: quadratic equation whose roots are d and
The 4th term of an arith- matical Drogression is 10 and the 8th term is 16. Find the sum of first 20. terms..
Find. the sum of
Find the length of the tangent fron (14,6) to The circle x2+y2-4x-2y-20
=0.
b) Find the equation of the
parabola with focus at (3,3) and diretrix
if 46% of the candidates failed in the test,
estimate the pass markth
of the test.
數學(十三)女長波,
Mathematics 13
Exercise 5
Multiple Choice questions
1. What is the maximum value
3- 28inx
A.
上 B.. 2
D.
5 E
If ax + bx 2 = 0 te satie- fled when x = -1 and when
then a + b =
B.
C
0
FI
3. The cost price of 45 oran- ges is the same as the sel ling price of 36 oranges. The. percentage:profit 13:
45
50
4. ABCD is a parallelogram, f
and Ware the mid-pointa of BC and CD respectively. Area of ▲ AMN
"Area. of
ABCD
5. Straight lines AB, XY, CD are perpendicular to AC, AB=6, CD=9, BYC and AYD are straight lines. XY= A 2:4 B. 3. C.
3.4.5.4.
(sine
Sinc
in e
Construct a line con- taining the mid-point of BC and the point equi- distance from all three vertices.
If = = =, then which of the
d following is not always true?
B. ad = be
atc
C
D.
b+d b-d
a-b cod
If Binx>0 and coax=
then tanx is equal to
ine cos e 16. Which one of the following
numbers is a perfect square? A. 121000.
122500 B.
127500 125000
then
or xc
x>2 and x < 2 x> 2 or co
x de any real number except zero.
8. A rectangular box ia inscri
bed in a cylinder of height. 5 and with a circular base of radius 23 and AB÷4. Find the volume of the box ' A. 15 B 20 C. 30
2-45
If the cosine of each of LA, ZB, ZC and CD is -, which of the following can be concluded?:
Points A,B and Dare collinear
ZAED is a right angle LAED and EDC are complementary.
The given information. is self-contradictory
10. What is the minimum value
of y if y=x^+x+4
-2
B..
AD is the bisector of & CAB and ZACD is y°. What aust be the ZADC in order for line AB to be parallel to line CD?.
·A. (90-y)°
C (160号)
E. (90+y)°
(90)0
17. TB and TC are tangents to cdrcle ABC. A ia a point on the minor are BG. IF
ZBTC-30°, then ZBAC
75° 105°
90°
120
E.
150
18. If 40% of a 80 litres solu-
tion ie alcohol, how many ldtres of water must be: added to make a new solution which has 25% alcohol? A 60
48 -D. ·24: E. 12
19. If
G.
36
3, then x2
11
0 :36
20. x varies as y when z is
constant, and x: varies. inversely as z when y is constant, then
=a constant
constant
constant
a constant
a constant
Ane
(180-y)0
D
6 A
12. The H.C.F. and L.C.m.of three numbers are 2x3x5
4 ·3··
and 2 x 3 x 5, respectively. If two of the numbers are
x32x5 and 22x33x5, what
ia the third number?
24x33x52
11 B 16 120 +17
E 13 E 18 14. A 19
D:20:
10 D
1977中學入學試試題預習專欄
智慧社主編
order.
(A. have to
B. ought
C. had to D. shall
5. If your eyesight is bad
and Bee. the
(A. engineer B. author
C. artist D. aunt
E. optician)
4.()
may)
Twould rather go to school by tram
by bus
(A. or B. than C. and
D. nor E. that)
7. The bad man
not come
again or he'll be beaten up. (A. are B. ought C. needs
D. ought E. dare) 7()
8. What is the
the Ocean Park,
from here to
B()
(A. way. B. length
C.distance D.road
E. breadth)
9. School children have a long
in summer.
9.0
(A time B. period. C. hour
D. vacation E. moment)
10. All of them had an
picnic in the fores (A::excit£ng B.eks
10.(
C. excitedly D."enchen E. excite)
Read this passage carefully. Then answer Questions 11-15. which are about the passage.
A dog has very sharp hearing at a distance of about twenty- five yards it can hear sounds which we can hear no farther than five or six yards less than a quarter of the distance. A dog can also bear high-pitched notes, such as a supersonic whistle, which are beyond the range of the human ears. So police; officers are able to control their dogs by whistling to them. This method is often useful when police are searching for a thief in the dark.
The doge act upon the whistled orders, but the thief may not even know that he is being: followed. A policeman and bs dog very often get so near to a thier before he knows that they are nearby and that escape is impossible.
11. A don has very sherr
B.ears C. nose
(A. eyes
D. claws E. mouth) 11.()
12. Dogs can pick up sound that.
cannot hear.
(A. whistles B. pigs
12.)
C. thieves D. long distance E. human beings)
B
13. The police we dogs.
the dark,
23米3×5.
英文科 (十三)
Given LA is a right angle
and AB=AC. Which of the following constructio
will not yield the tor of CAP
A. Construct a line through
and any point in the exterior of the triangle and equidistance from B and C.
B. Construct a perpendicu
lar from A to BC
C. Construct the perpetu
dicular bisector of BC.
D. Construct a line contain-
ing any two points equi- distance from B and C.
ENGLISH (1)
Chocoe the bent answer, Krite
1.
the LETTER in the brackets.
be surprised if she called on him. (A. can B. might C. may
D. will E. ought) 2. Arm stay behind after
school. (A. needs B. need not to
1.(.)
2.()
C. need not D. doesn't need E. needs not)
3. They wish they
13.0
(A. to be their friends
B. to look for wild animals C. to search for thieves
D. to lead the way E. to frighten away ghosts)
14. A thief often finds. that he
cannot escape because
(A. He is carrying a heavy
Îoad B. he cannot get down from a tall tree C. he cannot hear the police whistle D. police dogs have fot near to them E. he does not listm to polic orders)
14.0)
15. A distance of twenty-five
yards is feet. 15.() (a.fifteen B, three hundred
C. thirty-six D. seventy- five E. a hundred)
ANSWERS
2.C
3.B 4-C15.E 7.E8.c 9.D 10.A: 12.E13.014.D 15.D
speak
Japanese.
(A. do B. can C. will
1.B.
D. may E. could)
4.
We walk up the stairs
6.B
because the lift was out of
11.F
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