-
1>
1,1,1,2,4,12,36,
(
)
2> 22, 19.5,
21.45, 33, 30.5, 33.55,( )
3> 1, 1, 2,
4, 6, 36, 39, 1521,( )
4>
4,11,66,74,370,379,( )
5>
-3,6,1,-2,4,-1,-1,2,-3,( )
1. 30,28,25,20,34,28,?
a:21
(以
20
为中心前后和相等)
2.
4,8,16,32,64,128,?
a:256
(整组相关【约分】
:以
< br>4
为基底)
3.
8,16,24,32,40,48,?
a:56
(整组相关:以
8
为
基底)
4. 13,11,14,12,15,13,?
a:16
(两个一组)
5. 6,18,36,108,216,648,?
a:1296
(整组相关:乘以<
/p>
2
和
3
轮流)<
/p>
7. 2,6,18,54,162,486,?
a:1458
(整组相关:以
2
为基底)
8. 4,20,35,49,62,74,?
a:85
(整组相关:差有规律)
9. 10,18,15,23,20,28,?
a:25
(两个一组)
10. 4,10,8,14,12,18,?
a:16
(两个一组)
11.10,15,12,17,14,10,?
a:16
(两个一组)
IBM
:
1
矩阵题:
英文:
时间:
2
序列题:
基本上都是两个一组,
三个一组,
全是一个规律:
连续几个数字,
跳一个,
再连续几个数字。
1. 30,28,25,20,34,28,?
< br>a:21
(以
20
为中心前后和
相等)
2. 4,8,16,32,64,128,?
p>
a:256
(整组相关【约分】
:以
4
为基底)
3.
8,16,24,32,40,48,?
a:56
(整组相关
:以
8
为基底)
4. 13,11,14,12,15,13,?
a:16
(两个一组)
5. 6,18,36,108,216,648,?
a:1
296
(整组相关:乘以
2
和
3
轮流)
7.
2,6,18,54,162,486,?
a:1458
(整
组相关:以
2
为基底)
8. 4,20,35,49,62,74,?
a:85
(整组相关:差有规律)
9. 10,18,15,23,20,28,?
a:25
(两个一组)
10. 4,10,8,14,12,18,?
a:16
(两个一组)
11.10,15,12,17,14,10,?
a:16
(两个一组)
总体升降——分组还是整体——整体:约分
< br>-
乘以;加减;
3
数学推理:
英文:
逻辑含义:
时间:
熟悉程度:
经验
1
:
IPAT
的全称是
IBM Personal Aptitude
Test
,
即
IBM
个人能力测试。
这是
IBM
招募新员工的
笔试,
考查英文阅读速度和基本运算反应能力
。
A)
题目分布:
Part
Ⅰ
25
min
30
Ques
Part
Ⅱ
10
min
40
Ques
Part
Ⅲ
30
min
25
Ques
每次发试卷后,
有
5
分钟的时间看答题样板,
三个部分总共
15
分钟。
所以考试的总时间
是
80
分钟。
B)
题目类型:
Part
Ⅰ矩阵排列(就是把行和列变来边去,让你说出字母)
Par
t
Ⅱ数列猜测(就是连续出现一些字母,让你猜下一个)
Part
Ⅲ数学计算(主要是一些分
数的运算,小学理解能力)
C)
题目难度:
其实说白了一点都不难,
绝对是小学三年级水平。
但是很多人都没能按时做完全部题目,
甚
至忙中出错,主要的原因是看英文题目,思考太久。
< br>
D)
考试建议:
个人建议诸位准备参加
IPAT
考试的
兄弟姐妹,连续两周进行填鸭式的
阅
读训练,不求精确理解,只要速度够快,靠印象判断
就行,肯定高分。
< br>
智力题:
1
.一个粗细均匀的长直管子,两端开口,里面有
4
个白球和
4
个黑球,球的
直径、两端开
口的直径等于管子的内径,
现在白球和黑球的排列是
wwwwbbbb
,
要求不取出任何一个球,
使得排列变为
bbwwwwbb
。
2
.一只蜗牛从井底爬到井口,每天白天蜗牛要睡觉,晚上才出来活动,一个晚上蜗牛可<
/p>
以向上爬
3
尺
,但是白天睡觉的时候会往下滑
2
尺,井深
10
尺,问蜗牛几天可以爬出来?
3
.在一个平面上画
1999
条直线
最多能将这一平面划分成多少个部分?
4
.在太平洋的一个小岛上生活着土人,他们不愿意被外人打扰,一天,一个探险家到了
岛上,被土人抓住,土人的祭司告诉他,你临死前还可以有一个机会留下一句话,如
果这
句话是真的,你将被烧死,是假的,你将被五马分尸,可
怜的探险家如何才能活下来?
5
.怎
样种四棵树使得任意两棵树的距离相等。
6
< br>.
27
个小运动员在参加完比赛后,口渴难耐,去小店买
饮料,饮料店搞促销,凭三个空
瓶可以再换一瓶,他们最少买多少瓶饮料才能保证一人一瓶?
7
.有一座山,山上有座庙,只有一条路可以从山上的庙到山脚
,每周一早上
8
点,有一
个聪明的小和尚去山下化缘,
周二早上
8
点从山脚回山上的庙里,
小和尚的上下山的速度是
任意的,在每个往返中,
他总是能在周一和周二的同一钟点到达山路上的同一点。
p>
例如,
有
一次他
发现星期一的
8
点
30
和星期二的
8
点
30
他都到了山路靠山脚的
3/4
的地方,
问这是
为什么?
8<
/p>
.有两根不均匀分布的香,每根香烧完的时间是一个小时,你能用什么方法来确定一段
p>
15
分钟的时间?
经验
2
:<
/p>
(印度)
(未)
1
.
The values of
shares (in Rs).of A, B and C from January to June
are as follows.
Month
A
B
C
January
30
60
80
February
35
65
85
March
45
75
65
April
40
75
82
May
55
75
85
June
50
75
80
i) During this period which share has
undergone maximum fluctuation?
ii) In
which month it is possible to buy B and C selling
A?
iii) In which month the share values
are very low?
iv) By purchasing one
share of A and 4 each of B and C in the beginning
of
the period, when should
these be sold to get maximum profit?
2
.
In a computer
institute 9 languages can be taught. The module is
of 6 months duration and of
the six
languages only one can be taught each month. In
addition to that BASIC is always taught
and should be in first month itself
• WORD PERFECT is to be taught in
the preceding week of WORD STAR.
• FORTRAN can not be taught until
COBAL is taught prior to that
•
BINO, FIFO can never be taught in single module
languages are BASIC, WORD STAR, WORD
PERFECT, FORTRAN, COBAL, BINO, FIFO,
LOTUS, C
i) If word star is
in 3rd month , what could be in 6th month.
ii) If COBAL is in the 2nd month and
BINO in 6th month. FORTRAN will be taught in which
month.
3. In a class,
except 18 all are above 50 years.15 are below 50
years of age. How many people
are
there?
(a) 30
(b) 33
(c) 36
(d)
none of these.
4. A square
plate of some size is cut at four corners. Equal
squares of the same size are cut and is
formed
as
open
box.
If
this
open
box
carries
128
ml
of
oil.
What
is
the
size
of
the
side
of
the
plate?
(a) 17
(b) 14
(c) 13
(d)
None of these
5. In a
square, all the mid points are joined. The inner
square is shaded. If the area of the square
is A, what is the area of the shaded
area?
6. Two questions on basic angles
i.e given a circle, a few chords or diameter is
drawn etc.
7. A person has
Rs 100/- in his pocket, he can as 25 pencils or 15
books.
He kept 15% of the
money for travelling expenses and purchased 5
pencils.
So how many books
he can purchase with the remaining money.
8. If a car starts from A
towards B with some velocity.
Due to some problem in the engine after
travelling 30km, the car goes with 4/5 th of its
actual
velocity. The car reaches B 45
min later to the actual time. If the car engine
fails ofter travelling
45km, the car
reaches the destination B 36min late to the actual
time, What is the initial velocity
of
car and what is the distance between A and B in
km?
经验
3
:
(水木清华
BBS
)
1.
有
3
台复印机(
copier
)
,平均每台每周工作
42
小时,每台每周最少工作
35?
问一台复印
机每周最多会工作多少小时?<
/p>
42*3
- 35*2
=
56
2.
在一个长
11
meters
,宽
6
meters
的房间里,铺上
10 centimeters<
/p>
厚的水泥
?
要多少水泥?
11*6*0.1
=
6.6
cubic meters
3.
某公司有两座办公楼,一天,
第一座楼
20
%的复印机和第二座楼
4
0
%的复印进行维护,
如果第一座楼拥有公司
< br>60
%的复印机,问这天在维护的复印机是多
20%
* 60% + 40% * (1 - 60%) = 28%
4.
要在一个接待室
(reception
room)
里铺瓷砖,接待室的长
18
meters
,宽
12
,同时要修一条
从大厅
(hall)
< br>到楼梯
(stair
way)
的通道(不铺瓷砖)占地
50meters
,允许铺设时有
p>
35%
的浪费
(wastage)
,
1
平方米瓷砖的价格是
10
美元,问大约
(approximately)
要花多少钱?
(18 * 12 - 50) * 135% * 10
= 2,200
5.
某公司要做一个车辆更新,有
2
种车型,一种是
X(
忘
了,用
X
代替
),
一种是
van
,新
X
每
liter
油走
20
p>
公里,新
van
每
liter
油走
15
公里,旧
X
每
liter
油走<
/p>
15
公里,旧
van
每
liter
油走
12
公里。现在要开
15000
公里,其中有
60
%由
van
来承
担,问更新后将节省多少油?
(15000 * 60% / 12 + 15000 * 40% / 15) -
(15000 * 60% / 15 + 15000 * 40%/ 2
0) =
250
6.
有
2
个行政打字员
(administrative typist)
< br>,
A
的速度是
B
的
1 1/4
times
,现在要
打
72
页文件,问快的那个人打了多少页?
72* 5/9 = 40
p>
7.
有一个呼叫中心,
星期二的
calls
比星期一的
1/2
还多
1/3
,
星期一和星期二的<
/p>
calls
的和是
120
,问星期二的
calls
是多少?
48
8.
有一个软件公司,
1/2
的人
是系统分析员,
2/5
的人是软件工程师,有
< br>1/4
的人两者都是,
问有多少人两者都不是?
1 - 1/2
- 2/5 + 1/4
=
0.35
9.
有一个
crate
要做等比例
(proportionally)
的缩放
,为了能够便于运输
(shipment)
,
< br>crate
的尺
度
(dimen
sion)
是
72,96,48
,如果
缩放到三个尺度的和是
200
,问最长的那个尺度要缩多少?<
/p>
96 *
(1 - 200 / 216) = 64 / 9 = 7.1
10.
有一个矩形,长是宽的
1 1/3 times
,如果把每边增加
1
,面积将增加
85
,问长是多少?
48
11.
有一个
printer
,一小时能打
12,000
页,早上
8:30
开始打
印,中途被打断
2
次,每
次
5
分钟,
13:15<
/p>
打完,问总共打了多少页?
55,000
12
就是很著名的杀狗问题
(
嘿嘿
)
有
50
户人,每户人都有一条狗。但是有狗生病了。
这
50<
/p>
户人可以通过自己的窗户观察别人家的狗,但是看不见自己的狗是不是有
< br>
病
(
也就是只能通过观察别人
的狗来判断自己的狗
)
。而且一旦发现自己的狗有病,
枪杀之。
第一天没有枪声。
第二天也没有枪声。
第三天劈劈啪啪一阵枪声。
问有多少条狗死于这次大屠杀
p>
(
也就是有多少病狗了
)
< br>?
13
< br>有四个人过桥。一个要
1
分钟,一个要
< br>2
分钟,一个要
5
分钟,还有一
个要
10
分钟。
桥一次只能过两个人。因为天黑了
,过桥必须要手电筒,但是只有一杆。那么如
何让这
4
个人在
17
分钟内过
河?
14.
已知两个数字为
1~30
之间的数字,甲知道两数之和,乙
知道两数之积,甲问乙:
“你知
道是哪两个数吗?”乙说:
p>
“不知道”
。乙问甲:
“你知道是哪两个数
吗?”甲说:
“也不
知道”
。于是,乙说:
“那我知道了”
,随后甲也说:
“那我也知道了”
,这两个数是什么?
有人算出是
1
和
4
,或者
4
和
7
网上找到一个答案
大家看一下吧:
答案
:
允许两数重复的情况下
答案为
x=1, y=4;
甲知道和
A=x+y=5,
乙知道积
B=x*y=4
不允许两数重复的情况下有两种答案
答案
1:
为
x=1, y=6;
甲知道和
A=x+y=7,
乙知道积
B=x*y=6
答案
2:
为
x=1, y=8;
甲知道和
A=x+y=9,
乙知道积
B=x*y=8
解:
设这两个数为
x,y.
甲知道两数之和
A=x+y;
乙知道两数之积
B=x*y;
该题分两种情况
< br>允许重复
,
有
(1 <= x
<= y <= 30);
不允许重复
,
有
(1 <= x < y <= 30);
当不允许重复
,
即
(1 <= x < y <= 30);
1)
由题设条件:乙不知道答案
<=> B=x*y
解不唯一
=> B=x*y
为非质数
又∵
x
≠
y
∴
B
≠
k*k (
其中
k
∈
N)
结论
(
推论
1)
:
B=x*y
非质数且
B
≠
k*k (
其中
k
∈
N)
即:
B
∈
(6,8,10,12,14,15,18,20...)
证明过程略
2)
由题设条件:甲不知道答案
<=> A=x+y
解不唯一
=> A >= 5;
分两种情况
A=5,A=6
时
x,y
有双解
A>=7
时
x,y
< br>有三重及三重以上解
假设
A=x+y=5
则有双解
x1=1,y1=4;
x2=2,y2=3
代入公式
B=x*y:
B1=x1*y1=1*4=4; (
不满足推论
1
,舍去
)
B2=x2*y2=2*3=6;
得到唯一解
x=2,y=3
即甲知道答案
与题设条件:
“甲不知道答案”相矛盾
故假设不成立,
A=x+y
≠
5
假设
A=x+y=6
则有双解
x1=1,y1=5;
x2=2,y2=4
代入公式
B=x*y:
B1=x1*y1=1*5=5; (
不满足推论
1
,舍去
)
B2=x2*y2=2*4=8;
得到唯一解
x=2,y=4
即甲知道答案
与题设条件:
“甲不知道答案”相矛盾
故假设不成立,
A=x+y
≠
6
当
A>=7
时
∵
x,y
的
解至少存在两种满足推论
1
的解
B1=x1*y1=2*(A-2)
B2=x2*y2=3*(A-3)
∴
符合条件
结论
(
推论
2)
:
A >= 7
3)
由题设条件:乙说“那我知道了”
=>
乙通过已知条件
B=x*y
及推论
(1)(2)
可以得出唯一解
即:
A=x+y,A >= 7
B=x*y,B
∈
(6,8,10,
12,14,15,16,18,20...)
1 <= x < y <= 30
x,y
存在唯一解
当
B=6
时:有两组解
x1=1, y1=6
x2=2, y2=3 (
∵
x2+y2=2+3=5 <
7
∴不合题意,舍去
)
得到唯一解
x=1, y=6
当
B=8
时:有两组解
x1=1, y1=8
x2=2, y2=4 (
∵
x2+y2=2+4=6 <
7
∴不合题意,舍去
)
得到唯一解
x=1, y=8
当
B>8
时:容易证明均为多重解
结论:
当
B
=6
时有唯一解
x=1, y=6<
/p>
当
B=8
时有唯一解
x=1, y=8
4)
p>
由题设条件:甲说“那我也知道了”
=>
甲通过已知条件
A=x+y
及推论
(3)
可以
得出唯一解
综上所述,原题所求有两组解:
x1=1, y1=6
x2=1, y2=8
当
x<=y
时,有
(1 <= x <= y <= 30);
同理可得唯一解
x=1, y=4
经验
4
:<
/p>
(未)
1. In 1978, a
kg of paper was sold at Rs25/-. If the paper rate
increases at 1.5% more than the
inflation rate which is 6.5% a year,
then what wil be the cost of a kg of paper after 2
years?
(a) 29.12
(b) 29.72
? 30.12
(d) 32.65
(e) none of these
2. In A,B,C are having some marbles
with each of them.
A has given B and C
the same number of marbles each of them already
have.
Then, B gave C and A the same
number of marbles they already have.
Then C gave A and B the same number of
marbles they already have.
At the end
A,B,and C have equal number of marbles.
(i) If x,y,z are the marbles initially
with A,B,C respectively.
Then the
number of marbles B have at the end
(a)
2(x-y-z)
(b) 4(x-y-z)
?
2(3y-x-z)
(d) x + y-z
Ans. ?
(ii) If the total number of marbles are
72, then the number of marbles with
A
at the
starting
(a) 20
(b) 30
? 32
(d)
39
Ans. (d)
3.
If a car starts from A towards B with some
velocity.
Due to some problem in the
engine after travelling 30km, the car goes with
4/5 th of its actual
velocity The car
reaches B 45 min later to the actual time.
If the car engine fails ofter
travelling 45km, the car reaches the destination B
36min late to the
actual time What is
the initial velocity of car and what is the
distance between A and
B in km?
Ans. 20 & 130.
25 & 105
4. A
person has Rs 100/- in his pocket, he can as 25
pencils or 15 books.
He kept 15% of the
money for travelling expenses and purchased 5
pencils.
So how many books he can
purchase with the remaining money.
5. Ten questions on analogies.
eg: chief : tribe :: governer : state
epaulette : shoulder :: tiara : head
guttural : throat :: gastric : stomach
inept : clever :: languid : active
knife : butcher ::
hammer :
carpenter ::
7. In a
computer institute 9 languages can be taught.
The module is of 6 months duration and
of the six languages only one can be taught each
month .
In addition to that BASIC is
always taught and should be in first month itself
WORD PERFECT is to be taught in the
preceeding week of WORD STAR.
FORTRAN
can not be taught until COBAL is taught prior to
that
BINO, FIFO can never be taught in
single module
languages are BASIC, WORD
STAR, WORD PERFECT, FORTRAN, COBAL, BINO, FIFO,
LOTUS, C
i) If word star is in 3rd
month , what could be in 6th month.
ii)
If COBAL is in the 2nd month and BINO in 6th
month. FORTRAN will betaught in
which
month.
8. In a class,
except 18 all are above 50 years.
15
are below 50 years of age. How many people are
there
(a) 30
(b) 33
? 36
(d) none of these.
Ans. (d)
9. A
square plate of some size is cut at four corners.
Equal squares of the
same size are cut
and is formed as open box.
If this open
box carries 128 ml of oil. What is the size of the
side of the plate?
(a) 17
(b) 14
? 13
(d)
None of these
10. In a
square, all the mid points are joined. The inner
square is shaded.
If the area of the
square is A, what is the area of the shaded area?
11. Two questions on basic
angles i.e given a circle, a few chords or
diameter is drawn etc.
12.
If the follwoing statements are given
@(a,b)= (a+b)/2
/(a,b)= a/b
*(a,b)= ab
If a=1, b=2 then
find
i) /(a,(@(a,b),*(a,b)))
ii) */(a,@(*(a,b)))
13. If the follwoing statements are
given
(x#y) = x + y- xy
(x*y) = (x + y)/2
i) Find
the values of x, y will satisfy this equation
(x#y)#(x*y) < (x#y)
ii) Find the values
of x, y will satisfy this equation (a*b)#(b*c)<
(a#b)*(b*c)
----
--------------------------------------------------
--------------
Quantitative Paper : IBM
Global Servicesl
1.A clerk
multiplied a number by ten when it should have
been divided by
ans he got was should
the ans have been?
a:1
Rs20/- is available to pay for typing
a research report & typist A produces 42 pages and
typist
B produces 28 much should
typist A receive?
a:Rs12/-
average salary of 3 workers is 95 Rs.
per week. If one earns
Rs.115 and
second earns Rs.65 how much is the salary of the
3rd worker.
Ans.105.
4.A 16 stored building has 12000 on
each floor. Company A rents 7 floors and company B
rents 4 floors. What is the number of
of unrented floor space.
Ans.60000
5. During a given week A
programer spends 1/4 of his time preparing flow
chart, 3/8 of his time coding and the
rest of the time in debugging the
programs. If he works 48 hours during
the week , how many hours did he
spend
debugging the program.
Ans. 18.
6. A company installed 36
machines at the beginning of the year. In March
they installed 9 additional machines
and then disconnected 18 in August.
How
many were still installed at the end of the year.
Ans. 27
7. A man
owns 2/3 of the market research beauro business
and sells 3/4 of
his shares for Rs.
75000. What is the value of Business.
Ans.150000
8. If
12 file cabinets require 18 feet of wall space,
how many feet of wall space will 30 cabinets
require?
Ans.45
9.A computer printer produced 176,400
lines in a given day. If the
printer
was in operation for seven hours during the day,
how many lines did it print per minute?
Ans.420
10. From
its total income, A sales company spent Rs.20,000
for advertising, half of the remainder
on commissions and had Rs.6000 left.
What was its total income?
Ans.32000
11. On
Monday a banker processed a batch of cheques, on
Tuesday she
processed three times as
many, and on Wednesday she processed 4000
cheques. In the three days, she
processed 16000 cheques. How many did
she process on Tuesday?
Ans.9000
12. The
cost of four dozen proof machine ribbons and five
dozen accouting
machine ribbons was
Rs.160/-. If one dozen accounting machine ribbons
cost Rs.20/-, what is the cost of a
dozen proof machine ribbons?
.15
13. If a clerk can process
80 cheques in half an hour, how many cheques
can she process in a seven and one half
hour day?
Ans.1200
14. In a library, there are two racks
with 40 books per rack. On a given
day,
30 books were issued. What fraction remained in
the racks?
Ans.5/8
15. The average length of three tapes
is 6800 feet. None of the tapes is
less
than 6400 feet. What is the greatest possible
length of one of the
other tapes?
Ans.7600
16. A
company rented a machine for Rs.700/- a month.
Five years later
the treasurer
calculated that if the company had purchased the
machine
and paid Rs.100/- monthly
maintenance charge, the company would have
saved Rs.2000/-. What was the purchase
price of the machine?
.34000
17. Two computers each
produced 48000 public utility bills in a day. One
computer printed bills at the rate of
9600 an hour and the other at the
rate
of 7800 an hour. When the first computer finished
its run, how many
bills did the other
computer still have to print?
Ans.9000
18. If a salesman's average
is a new order every other week, he will
break the office record of the year.
However, after 28 weeks, he is six
orders behind schedule. In what
proportion of the remaining weeks does
he have to obtain a new order to break
the record?
Ans.3/4
19. On a given day, a bank had 16000
cheques returned by customers.
Inspection of the first 800 cheques
indicated that 100 of those 800 had
errors and were therefore the available
immediately for data processing.
On
this basis, hwo many cheques would be available
immediately for data
processing on that
day?
Ans.14000
20. A company figured it needed 37.8
of carpot for its reception
room. To
allow for waste, it decided to order 20% more
material than
needed. Fractional parts
of cannot be ordered. At Rs.9/- a
,
how much would the carpet cost?
Ans.
a. Rs.324 b) Rs.405 c) Rs.410 d) Rs.414
e) Rs.685
21. A tape
manufacturer reduces the price of his heavy duty
tape from
Rs.30/- to Rs.28/- a reel and
the price of a regular tape from Rs.24/- to
Rs.23/- a reel. A computing centre
normally spends Rs.1440/- a month for
tapes and 3/4 of this is for heavy duty
tapes. How much will they save a
month
under the new prices?
.87
132
22. In a team of 12 persons, 1/3 are
women and 2/3 are men. To obtain a
team
with 20% women how many men should be hired?
Ans.8
23. The
dimensions of a certain machine are
48
″
X
30
″
X
52
″
. If the size
of the machine is increased
proportionately until the sum of its
dimensions equals
156
″
, what will be the
increase in the shortest side?
Ans.
6
″
24. In a certain company, 20% of the
men and 40% of the women attended
the
annual company picnic. If 35% of all the employees
are man, what
percent of all the
employees went to the picnic?
Ans.33%
21%
25. It cost
a college Rs.0.70 a copy to produce a Programme
for the
homecoming football game. If
Rs.15,000/- was received for advertisements
in the programme, how many copies at
Rs.0.50 a copy must be sold to make
a
profit of Rs.8000/- ?
Ans. 35000
1. One person
traveled 4 laps with the speed of 10,20,40 ( or
30) and 60 kmph
and what is the average
speed.
answer:20
why?
4/(1/10+1/20+1/30+1/60)
18. If a salesman's average is a new
order every other week, he will
break
the office record of the year. However, after 28
weeks, he is six
orders behind
schedule. In what proportion of the remaining
weeks does
he have to obtain a new
order to break the record?
经验
5
:
(未
)
1. In 1978, a kg of paper
was sold at Rs25/-.If the paper rate increases at
1.5% more than the
inflation rate which
is 6.5% a year, then what wil be the cost of a kg
of paper after 2 years?
(a) 29.12
(b) 29.72
(c)30.12
(d) 32.65
(e) none of these
2. In A,B,C are having some
marbles with each of them.A has given B and C the
same number of
marbles
each
of
them
already
,
B
gave
C
and
A
the
same
number
of
marbles
they
already
C
gave
A
and
B
the
same
number
of
marbles
they
already
the
end
A,B,and C
have equal number of marbles.
(i) If
x,y,z are the marbles initially with A,B,C the
number of marbles B have at
-
-
-
-
-
-
-
-
-
上一篇:概念英语英语第一册课本学习知识材料整合
下一篇:免费完整版新概念英语第一册自学导读