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80.  A+B+C+D+E=FG, FG =10F+G

Ato G are different letters , if FG is as large as possible , what is value of G.

82.  in a particular year the month of jan had exactly 4 thursdays and 4 sundays , on which day of the wk, jan 1 occurs?

83.  Height n distance problem. Like A person started from one place to another place with directions n distance given , find out the distance between one point to the other and find d direction.

84.  George n mark can paint 720 boxes in 20 days , mark n harry 24, Harry n george 15 days.

So total no. Of boxes painted by them ?

85. J= 16, p=24, J+P+H= 8, H=?

Actually it is a statement problem, n we have to analyze and take the values, den calculate d required?

86. R's age in 1994 is double the age of G, sum of R and G born years is 3844, wat s the age of R in 1999?

87.How many polynomials functions f of degree >= 1, satisfy f(x^2)=(f(x))^2=f(f(x))? Answer : 1

9. X*Y^2*Z

88. 6. Finding out the coordinate values for a given point in a given diagram.

Q17. In a circlr track of lngth 100m..g m n k start togethr,g n m start in d same directn at speeds 10 n 8m/s..h runs in opp directn at 15m/s..whn wl al 3 meet fr frs time,

A)4sec,b)200s,c)50sc,d)100s

89. A b c cn do sm wrk in 36dys..a n b togthr do twice as much wrk as c alone,and a n c togthr cn do thrce

as much wrk as b alne..find d time takn by c to do whle wrk..

96, 108, 120, 72

90. Hw many 6 dgt evn numbrs cn b frmd fm dgts 1 2 3 4 5 6 7 so that d dgt shd nt repeat and the secnd

last dgt is evn

6480, 320, 2160, 720

91. G wrks 5 times fastr dn hs sn n hence cmptl a job 40 dys earlr dan sn.find d time dy would take 2 fnsh

d job togethr

12.5, 8.3, 7.5, 6

92. Raju cn do a piece of wrk in 1o dys..vicky 12dys,tinku 15 dys..dy al start d work togthr,bt raju leaves

aftr 2 dys,vicjy leaues 3 dys b4 d wrk is cmptd..hw many days wrk is cmptd?

7, 5, 9, 6

93. An organstn has 3 comites..only 2 persns r mem of al 3 comites,bt evry pair of comite has 3 mem in

comon..what is d least posble no of membrs on any 1 comitee

5, 6, 4, 7

94. Each of a b c need a certain unique time to do a certn wrk..c needs 1hr les thn a to cmpt d wrk.wrkng

togthr dy requre 30min to cmpt 50percnt of d job.d wrk also gets cmptld if a n b start wrkng tgthr n a leaves aftr 1hr n b wrks fr furthr 3 hrs.hw mch wrk dnes c do per hr

16.6% 33.3% 66.6% 50%

95. In a telecm asmbly factry..dy r 250m n 150women..d avg prdctvty of al wrks is 12 per dy..d avg

prducvy of men is 15 unts per dy..wht is d avg prductvy of wnn per day?

6, 9, 7, 8

96. A tree of ht 36mts at d edge of a road brke at certain hght..n it fel in such a way dat its top touchd d

othr edge of d road..if d breadth of d road is 12m,dn the hght at tree broke..

16, 24, 12, 18

97. X takes 4 days to complete one-thrid of a job,Y takes 3 days to complete one-sixth of the same work and Z takes 5 dyas to complete half the job.If allof them work together for 3 dyas and X and Z quit,how long will it take for Y to complete the remaining work done. 

98. A sequence x1,x2,x3…. Is said to be in harmonic progression if the reciprocals 1/x1,1/x2,1/x3… are in arithmetic progression. The 5th and 7th term for harmonic progression are 30 and 50 respectively what is difference between 6th and 4th term ? 

99. n a city hub there are 4 people ;avinit,bikash,chandan,debjit.they r nt necessarily in same order,are doctr,teacher,painter,actor.avinit and the teacher never spoke to chandan.Bikash and actor were very good frendz.The painter was frendz with Debjit and the actor. 

Q.avinit? Q.bikash?

100. a,band c can do some work in 36 days a and b together do twice as much work as c.a and c together

do thrice as much work as b.eind time taken by c alone to do complete work

1.72 2.120 3.96 4.108

101. their are 1000 ice cream vending machines in school.the 1ts student goes to all ice cream vendings.The2nd studentcisits every alternate vending machine.the student visits evert 3rd vending then what is number of vending machines will most student visit? 

102. during rain rock is driving in a truck which passes a man on foot that is trading at a rate of 2 km/hr in the same direction the man could see the truck for 6 minutes and it was visible upto a distance of 0.6 km.what is the speed of truck 

103. A can do a piece of work in 20days,which B can do in 12 days,in 9 days B does 3/4th of the work.how many days will A take to finish remaining work?? 

104. 50 miutes ago if it was 4 times as many minutes past 3 o'clock,how many minutes is it to 6 o'clock ? 

105. When all the possible six letters are arranged in the letter MASTER in alphabetical order,what will be the 49th word? 

106. When all the possible six letters are arranged in the letter MASTER in alphabetical order,what will be the 49th word? 

107. A three digit number xyz is squared,which of the following could be the last digit of the square so obtained? 

a)8 b)3 c)2 d)1

108. Some seating arrangement question. Like X sits opposites Y and B sits 2 seats left of A type questions. You are asked to find the person sitting 4 seats right of X. 

109. When all words in "master" is sorted in alphabetical order then what is the 49th word. 

110. There was a triangle questions. There was a diagram of a triangle with multiple symmetric triangle inside And they asked us how to many triangles there were in total 

111. After 6 years Raju's fathers age will twice of the Raju's age 2 years ago.His mothers age was twice that of Raju's age. Sum of the age of their parents. 

112. Y-W-U-S-Q is coded as 25-23-21-19-17 

what is S-F-A-Y-T coded as.

113. There are 5 men and 11 women. How many ways can a panel of 11 be formed such that the number of men is not more than 3. 

114. There are 3 groups A,B,C 

2 members belong to all the three 3 members belong to A&B

3 members belong to B&C 3 members belong to C& A

minimum possible number of members in any three.

115. A & B travelling from X to Y. A starts at 12 pm at a speed of 63m/hr. B at 1:30 pm at a speed of

84m/hr.At what time will B be 34m ahead of A?

116. A and B play the following min-max game. Given the expression N = 12 + X*(Y - Z) where X, Y and Z are variables representing single digits (0 to 9), "A" would like to maximize N while "B" would like to minimize it. Towards this end, "A" chooses a single digit number and "B" substitutes this for a variable of her choice (X, Y or Z). "A" then chooses the next value and "B", the variable to substitute the value. Finally "A" proposes the value for the remaining variable. Assuming both play to their optimal strategies, the value of N at the end of the game would be 

117. 3 trucks A,B,C 

A loads 10 kg/min B loads 13 1/3 kg/min C unloads 5kg/min

If three simultaneously works then what is the time taken to load 2.4 tonnes

118. Totally 3 beakers A,B,C are present. A of capacity X lit, B of capacity 2X lit,C of capacity 3X lit. if A contain 2/3 of wine and rest with water. B contains 1/4 of wine and rest with water. if these two liquids are poured in to the 3rd beaker what is the proportion of wine in the 3rd beaker. 

119. G wrks 5 times fastr dn hs sn n hence cmptl a job 40 dys earlr dan sn.find d time dy would take 2 fnsh d job together 

120. A finishes a work in 8 hrs B finishes a work in 10 hrs C finishes a work in 12 hrs

A,B,C work together but A leaves after 2 hrs find the time t taken by B & C.

121. If 30 men working 7 hours per day can do a work in 18 days in how many days will 21 men working 

8 hours a day do the same work? 

122. A group of men completes a work in 10 days, but five of them are absent and so the rest do the work in 12 days. Find the original number of Men. 

123. 60 men complete work in 40 days.60 men start the work and every five day five people leave.In how many days the work will be completed? 

124. A train approaches a tunnel AB. Inside the tunnel is a cat located at a point that is 3/8 of the distance AB measured from the entrance A. When the train whistles the cat runs. If the cat moves to the entrance of the tunnel, A, the train catches the cat exactly at the entrance. If the cat moves to the exit, B, the train catches the cat at exactly the exit. The speed of the train is greater than the speed of the cat by what order? 

(3 : 1) (4 : 1) (5 :1) (2:1)

125. 112347..... --- 

find the last three terms 

126. 123 : 36 : : 221 : ? 

(A) 52 (B) 69 (C) 72 (D) 25

127. 4 man avrage height is 74 inches. diffrnce in heights of 1st 3 is 2 inches whereas in 3rd nd 4th is 6 inches, find individual heights. 

128. In Loonyville, four people called Doctor, Engineer, Lawyer and Architect follow the professions of doctor, engineer and architect. However, none of them follow the profession indicated by their name. The architect has no pets. The engineer is very public spirited, but has won no recognition or awards. Lawyer is a cricket fan. Engineer plays golf regularly with Lawyer every Saturday, unless it rains. Doctor is an only child. The mayor gave Architect an award for public service. The Lawyer’s sister loves cooking. Engineer has a dog. The architect’s only sporting interest is football. 

What is the name of the Lawyer?

o Architect o Doctor o Engineer o Cannot be determined

129. find out last two digits of (2957^3661)+(3081^3643)

o 42 o 38 o 98 o 22

130. A person bought a certain number of oranges for Rs 7. If the prices of each orange was Rs 2 less, he would have bought 4 more oranges for the same amount. Find the number of oranges he bought originally. 

131. v -16 w 

-2 x y 5 z -9

If the sum of the numbers in each row column, diagonal are same then find the value of (Y+Z)

132. if N is a natural no and N^3 has 16 factors then how many maximum factors can N^4 have??

a)21 b)24 c)25 d)26

133. If 137+276=435; how much is 731+672?

A : 534 B: 1403 C: 1623 D: 1573

134. a,b,c, chosen randomly and with replacement from the set {1,2,3,4,5},the probablity that a*b+c is 

even 

135. A sequence x1 , x2 and x3 … is said to be in a harmonic progression if the reciprocals 1/x1,1/x2 and 1/x3 are in arithmetic progression. The 5th term and the 7th term for an harmonic progression are 30 and 50 respectively. What is the difference between the 6th and 4th term. 

a. 16 b. 14.5 c. 13.4 d. 12.5.

136. There is a set of 9 numbers that relate to each other in a certain way. Find the way the first set of

boxes works. The numbers in the second set work in exactly the same way. Find the missing value in the

second set.

17 10 680 21 18 1512 7 1 28

12 25 17 4 272 22 19 1672

a. 1482 b. 1090 c. 1200 d. 374

137. Each of A,B and C need a certain unique time to do certain work. C needs 1 hour less than A to complete the work. Working together they require 30 minutes to complete 50% of the work. The work also gets completed if A and B start working together and A leaves after 1 hour and B works further 3 hours. How much work does C do per hour?

a. 16.66% b. 66.66% c. 50% d. 33.33%

138. There is a staircase with 10 steps. A child runs up the steps, either 1 or 2 steps with each stride.

How many different ways can the steps be climbed by her?

a. None of the choices b. 45 c. 89 d. 10

139. When numbers are written in base b, we have 12 x 25 = 333. The value of b is

a. None of the choices b. 7 c. 8 d. 6

140. For any two numbers we define an operation $ yielding another number, X $ Y such that following condition holds:

• X $ X = 0 for all X

• X $ (Y $ Z) = X $ Y + Z

Find the Value of 2012 $ 0 + 2012 $ 1912

o 2112 o 100 o 5936 o Can not be determined

141. A drinks machine offers three solutions – Tea, Coffee or Random but the machine has been wired

up wrongly so that each button does not give what it claims. If each drink costs Rs. 50, what is the

mimimum amount of money that must be spent to determine with certainity the correct labeling of the

buttons?

o Rs. 100 o Can not be determined from the given information

o Rs 150 o Rs 50

142. 12 divides, ab313ab (in decimal notation, where a,b are digits>0, the smallest value of a+b is

o 7 o 6 o 2 o 4

143. A bag contains six sticks of the following lengths 1 cm, 3 cm, 7 cm, 11 cm and 13 cm. three sticks

are drawn at random from the bag. What is the probability that we can form a triangle with those sticks? o 11/20 o 1 o 1/4 o 2/5

144. George, Paul and Hari start a business by contributing Rs. 30000/-, Rs. 40000/- and Rs. 50000/-respectively. After ½ a year George withdraws half his contribution. At the end of the year the business showed a profit of Rs 90000 which was divided amongst the 3 men proportionate the to amount and duration of their investment in the enterprise. Paul got,

o Rs 25000/- o Rs 18000/- o Rs 32000/- o Rs 24000/-

145. In an year N, the 320th day of the year is Thursday. In the year N+1 the 206th day of the year is

also Thursday. What is the 168th day of In the year N-1?

o Friday o Thursday o Tuesday o Saturday

146. M drves alng d permtr of a square of side 10kns.she drvs alng d frst side at 10kmph,2nd

20kmph,3rd 30kmph,4th 40kmph..avg speed

30, 18, 19.2, 20

147. A+B+C+D+E=FG, FG =10F+G 

A to G are different letters , if FG is as large as possible , what is value of G. 

148. In a telecom assembly factory,there are 250men and 150 women.The average productivity of all works is 12 units per day.The average productivity of men is 15 units per day..what is the average productivity of women per day? 

a)6 b)9 c)7 d)8

149. Each of A,B,C need a certain unique time to do a certain work.C needs 1hr less than A to complete

the work.Working together they require 30min to complete 50percent of the job.The work also gets

completed if A & B start working together and A leaves after 1hr and B works for further 3 hrs.How much work does C do per hour?

a)16.6% b)33.3% c)66.6% d)50%

150. An organisation has 3 committes,only 2 persons are members of all 3 committes,but every pair of

committe has 3 members in common.what is the least possible no of members on any 1 commitee

a)5 b)6 c)4 d)7

151. Raju can do a piece of work in 1o days,Vicky in 12days,Tinku in 15 days.They all started work

together,but raju leaves after 2 days,vicky leaves 3 days before the work is completed. In how many days work is completed?

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a)7 b)5 c)9 d)6

152. George works 5 times faster than his son and hence comptles a job 40 days earlier than his son.find the time they would take to finish the job together

a)12.5 b)8.3 c)7.5 d)6

153. How many 6 digit even numbers can be formed from digits 1 2 3 4 5 6 7 so that the digit should not repeat and the second last digit is even?

a)6480 b)320 c)2160 d)720

154. Each of a b c need a certain unique time to do a certn wrk..c needs 1hr les thn a to cmpt d wrk.wrkng togthr dy requre 30min to cmpt 50percnt of d job.d wrk also gets cmptld if a n b start wrkng tgthr n a leaves aftr 1hr n b wrks fr furthr 3 hrs.hw mch wrk dnes c do per hr 

155. A,B ,C can do some work in 36days.A and B together do twice as much work as c alone, and A and C together can do thrice as much work as B alone..find the time taken by C to do whole work? 

a)96 b)108 c)120 d)72

156. f(f(n))+f(n)=2n+3, f(0)=1, find f(2012)? 

157. George and mark can paint 720 boxes in 20 days , Mark n Harry 24, Harry n George 15 days.So total no. Of boxes painted by them ? 

158. In a particular year the month of january had exactly 4 thursdays and 4 sundays , on which day of the weekk, jan 1 occurs? 

159. 60 men work take 40 days to complete a work. Now suppose that is 60 men start working and every 5 days 5 people leave.In how many days will the work be complete. 

160. 28a + 30 b +31c =365 find a+b+c if a.b.c are natural numbers 

161. a cylinder of dia 10 cm and a height of 20 cm s filled with water. if a sphere of dia is submerged inside the cylinder, what will be the increase in the level of water in the cylinder ? 

162. a watch which gains uniformly , is 5min slow at 8 o clock in the morng on sunday and is 5 min 48 sec fast at 8 pm the following sunday. when did it show the correct time ? 

163. four brothers and three sisters set in a single row, facing the photographers camera. if the three sisters sit together, how many different photographs having all of them , can be clicked ? 

164. 1,5,6,25,26,30,31,125,126,130,...... what will be the 30th term in the series..?

165. A+B+C+D+E=FG, FG =10F+G

Ato G are different letters , if FG is as large as possible , what is value of G.

166. If ABERSU are in sorted in alphabetical order, if 24 sortings are req for ABUSRE, 25 - AEBRSU, 49- ARBESU, den how many for AEUSRB 

167. R's age in 1994 is double the age of G, sum of R and G born years is 3844, wat s the age of R in 1999? 

168. the last two digitss in 1941^3483+1961^4181= 

169. 3 friends A,B,c went for week end party ti Mc donald resturent and there they measure there weights in some order IN 7 rounds. 

A,B,C,AB,BC,AC,ABC. final round measure is 155kgthen find average weight of all the 7 rounds. 

170. Consider all permutations (i.e., arrangements) of digits 1, 2&3. We will say that a hit has been scored if at least one digit occurs in its proper position in the permutation. If 1 (one) occurs in the first position or 2 in the second position or 3(three) in the 3rd position in how many ways of these permutations is a hit scored? 

a) 4 b) 1 c) 2 d) 3

171. In a sequence of integers, A(n) = A(n-1)-A(n-2).where A(n) is nth term in sequence. n is integer and n>=3.if A(1)=1, A(2)=1.calculate S(1000), where S(1000) is sum of first 1000 terms.

a)2 b)3 c)4 d)0

172. a scientist was doing experiment on bacteria.Yesterday at 3pm,he observed that there were 1000 bacteria and at 5pm yesterday , he observed 4000 bacteria.how many bacteria would have been there at 8pm

a)8000 b)32000 c)16000 d)12000

173. In base 7, number is written only using digit0, 1, 6.a number 135in base 7 is 1*7^2+3*7+5=75in base10.what is sum of base7 numbers1234&6543in base 7?

(A) 11101 (B) 11110 (C) 10111 (D) 11011  Ans: b) 11110

174. If 28a+30b+31c=365 ,find the values of a+b+c if a, b, c are naturals numbers.

a) 4. b) 12. c) 10. d) Cannot be determined.

175. Abhishek start s to paint a f ence on o ne day. On the seco nd day, two mo re friend of Abhishek joins him. On the thir d day 3 mo re fr iends of him jo in him and so on. If the fenc e is c ompletely paint ed this way in exactly 20 day s, then find the number of ways in whic h 10 girls painting together can paint the fence c ompletely. Given that every girl can paint twice as fast as Abhishek and his friends (Boys)? (Assume that the friends of Abhis hek are all boys) 

176. A circular cylinder can hold 61.6 cc of water. If t he height of the cylinder is 40 c m and the outer diameter is 16 mm, what is the thicknes s of t he mat erial of the c ylinder? 

(a) 0.2 mm (b) 0.3 mm (c) 1 mm (d) 2 mm 

177. If the slow er w atchman’s had averaged 4 m/min, at what time did the two w atchmen 

meet o n the other side for the first time?

(a) 14 minutes past midnight (c) 00:14:15 am

(b) 00:12:15 am (d) 12 minut es past midnight

178. 10 Sastry start s working o n a job and works on it for 12 day s and completes 40% of the work. To help him complete the work, he employs Ravi and together they work for another 12 day s and the work gets completed. How much more efficient is Sastry than Ravi?

(a) 50% (b) 200% (c) 60% (d) 100%

179. Amo ng a group of 2500 peo ple, 35 perc ent invest in municipal bo nds, 18 perc ent invest in oil stocks, and 7 perc ent invest in bot h municipal bonds and oil stock s. If 1 perso n is to be rando mly selected fro m 2500 people, what is the probability t hat the perso n selected w ill be o ne who invests in municipal bonds but not in oil stocks?

(a) 0.28 (b) 0.3 (c) 2.8 (d) 0.025

180. A tank c ontains 10,000 gallo ns of a so lution that is 5 percent sodium c hloride by volume.If

2500 gallons of water evaporate fro m the tank, the remaining solutio n will be approximat ely what

perc entage of sodium chlo ride?

(a) 3.33% (b) 6.66% (c) 8.9% (d) 10%

181. Two trains st art from Chennai and villupuram spaced 150 k m apart at the same time and speed as the tr ains start, a bird flies fro m one train towards the other and on reac hing the s econd t rain; it flies back to the first tr ain. T his is repeated till the trains c ollide. If the speed of the trains is 75 kmph and that of the bird is 100 k mph. How much did the bird travel till collision? 

182. Navjivan Express fro m Ahmadabad to Chennai leav es Ahmadabad at 06.30 am and travels at 50 k m/hr towards B aro da situated 100 k m away. At 7 am Howrah to Ahmadabad express leaves Baroda tow ards Ahmadabad and trav els at 40 km/hr . At 7.30 Mr.John , the t raffic controller at Baro da r ealises that bot h t he trains are r unning on the s ame t rac k. How much time do es he have to avert a head- o n collision between the two t rains? 

(a) 15 minut es (b) 20 minut es (c) 12 minutes (d) 18 minutes 

183. A father and his son go out for a ‘walk-and-run’ every morning around a track formed by an equilateral triangle. The father’s walking speed is 2 mph and his running speed is 5 mph. The son’s walking and running speeds are twice that of his father. Both start together from one apex of the triangle, the son going clockwise and the father anti-clockwise. Initially the father runs and the son walks for a certain period of time. Thereafter, as soon as the father starts walking, the son starts running. Both complete the course in 45 minutes. For how long does the father run? Where do the two cross each other? 

184. If triangle PQR , if PQ=6 c m, PR = 8 c m, QS=3 c m and PS is t he bisector of 

185. A man bets on number 16 on a roulette w heel 14 times and lo sses each time. On the 15t h span he does a quick calculatio n and finds o ut that the number 12 had appeared twice in the 14 spans and is therefore, unable to dec ide whether t o bet on 16 or 12 in the 15t h span. Which will give him the best c hance and what are the odds of winning on the bet that he tak es? (Roulette has numbers 1 to 36) 

(a) 16; 22 : 14 (b) 12; 72 : 1 (c) 12; 7 : 1 (d) Either; 35 : 1

186. How many positive int eger so lutions does the equation 2x+3y = 100 have?

(a) 50 (b) 33 (c) 16 (d) 17

187. If vx + vy = 17 and vx - vy = 1 then vxy =

(a) 17 (b) v17 (c) 72 (d) v72

188. c lock loses 1% time during the first w eek and then gains 2% time dur ing the next one week. If the clock was set right at 12 noon on a Sunday, w hat will be the time that the c lock will show exactly 14 days fro m the time it was set right?

(a) 1: 36: 48 (b) 1: 40: 48 (c) 1: 41: 24    (d) 10: 19: 12

189. A 120 wire cable has been laid firmly undergr ound between two t elepho ne

exchanges located 10k m apart.Unfortunately after the c able was laid it was discovered to be the wro ng type, the problem is the individual wir es are not labelled. There is no visual way of knowing whic h wire is whic h and thus co nnections at eit her end is not immediat ely possible.You are a trainee technician and your boss has asked yo u to identify and label the wires at both ends witho ut ripping it all up. You have no transpo rt and only a batt ery and light bulb to test co ntinuity. You do have tape and pen for labelling the wires.What is t he shortest dist anc e in k ilo met res you will need to walk to

co rr ectly identifyand label each wir e?

(a) 17 (b) 15 (c) 10 (d) 20

190. A bo x co ntains 2 white balls 3 blac k balls and 4 red balls. I n how many ways can 3 balls be drawn fro m the box , if at least one blac k ball is to be included in the draw ? 

191. A well with 14 m inside diamet er is dug 10 m deep. Earth tak en out of it has been evenly spread all around it to a w idth of 21 m to fo rm an embank ment. The height of the embank ment is: 

(a) 1/2 m (b) 2/3 m (c) 3/4 m (d) 3/5 m

192. Two c ars A and B start simultaneously fro m two points P and Q with c ertain speeds towar ds eac h other. After reaching a point R, speed of A dec reases by 1/3. It then meets B at a po int S where SQ = 2PR. If he speed of A had beco me 1/3 less at the midpoint of RS the c ars would hav e met at T

w here ST = PR/4. Find RS: PR.

(a) 5: 1 (b) 6: 1 (c) 8:1 (d) 10:1

193. Three non integers numbers X, Y, Z are such that the mean is M and the median is 5. If M is 10 more that the smallest number and 15 less than biggest number, Find the values of X+Y+Z.

a) 15 b) 5 c) 20 d) 30

194. Five funds A, B, C, D and E have selected 5 distinct numbers, make the following statements,

A: I have selected the biggest number. 

B: I have neither selected the biggest number nor the smallest number. 

C: I have selected the smallest number. 

D: I have not selected the smallest number. 

E: I have neither selected the biggest number nor the smallest number. 

If four of them speaking the truth and one of them is lying, who is the liar? a) B b) C c) D d) A

195. There are 60 slots around a circle, numbered from 1 to 60. A man starts from the 1st slot thn 5th slot and jumps into the 9th slot and so on. In which slot will he land in his 2200th jump?

a) 45 b) 41 c) 1 d) 5

196. A and B are travelling from a distance X and Y. A starts at 12p.m at a speed of 6km/hr and B starts at 1.30p.m at a speed of 8km/hr. At what time will be the 3 km ahead of A.

a) 3p.m b) 4.30p.m c) 6p.m d) 7.30p.m

197. three farmer paid rs 1000 for small pastur. one farmer gazed his 9 mules, another his 12 cows for twice and last man put in sowe goats for 2.5 times as the second man's cow and paid half the cost of the pasture.can u find out how many goat did the last man have,if 6 cows eat as much as 4 mules,and 10 goat as muchas 3 cows? 

198. How many polynomial functions f of degree >=1 satisfy f(X2) = (f(X)) 2 =f (f(X)). 

a) 1 b) 0 c) 2 d) more than 2

199. Which of the following numbers must be added to 5678 to give a reminder 35 when divided by 460?

200. p(X)=ax^4+bx^3+cx^2+dx+e has a root at x=1,2,3and4 and p(0)=48 what is p(5)?(a)48(b)24(c)0(d)50