Answer / vincent

length of the base=3 times height
b=3h;
h=b/3;
so, 1/2bh=24
1/2b(b/3)=24
(b^2)/6=24
b^2=144
b=12

Answer / kya karoge jaan ke

b=3h.
(1/2)b*h=24
b*h=48
(3h)*h=48
square of (h)=48/3=16
so h=4..........and b=3*h=3*4=12
i think this is a under metric questions

Answer / raktim

height=h
base=b
b=3*h
area=1/2bh
=1/2*b*1/3*b=24
=>b*b=24*6
=>b=12inc

Answer / pandiyan

b=3h
1/2bh=24
1/2(3h)h=24
3h^2=48
h=4

therefore b=12

Answer / satya

let h=x
b=3 times of height
i.e b=3h
b=3x
area=1/2bh
24=1/2*3x*x
24*2=3x*x
x=4 i.e h=4
b=3*4=12

Answer / sujitha yenna

given length of base(b)=3* height(h)
given area =24 sq inches
therefore h =b/3
area =1/2 bh
1/2b*b/3=24sq inches
b*b=24*6
b*b=144
b=12.

Answer / vinitharaj

b=3h
a=1/2bh
24=1/2*(3*h)*h
h^2=16
h=4;
b=3*4=12

Answer / kaneez-e-zainab

Area of triangle = 1/2 bh
b=3 times of height, i.e., 3h
h=?
b=3h
A= 24
A=1/2bh
24=1/2*3h*h
48=1*3h2 (when bases are same power should be added)
(poweris 2)
48=3h to the power of 2
h2=16
h=4
b=3*h=3*4=12
b=12
prof
A=1/2bh
A=1/212*4
A=6*4
A=24

Answer / amr.hazem

A=B.H/2
B=3H
A=24
24=3H.H/2
3H^2=24*2
3H^2=48
H^2=16
H=4

Answer / ayappan s

Base = 3* height
(1/2)*3x*x = 24
4x = 48
x = 12
So base = 12

A person has to cover the fixed distance through his horses. There are five horses in the cart. They ran at the full potential for the 24 hours continuously at constant speed and then two of the horses ran away to some other direction. So he reached the destination 48 hours behind the schedule. If the five horses would have run 50 miles more, then the person would have been only 24 hours late. Find the distance of the destination.

4 Answers   Infosys,

The difference between two numbers is 1365. When you divide the larger number with the smaller number the quotient is 6 and remainder is 15. What is the smaller number?

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Direction for Qn 9-12 Five teams participated in Pepsi Cup. Each team played against each other. The top teams played finals. A win fetched 2 pts and a tie 1 point 1) South Africa were in the finals 2) India defeated SA but failed to reach the finals 3) Australia lost only one match in the tournament 4) The match between India and Sri Lanka was a tie 5) The undefeated team in the league matches lost in the finals 6) England was one of the best teams that did not qualify 9. Who were the finalists? i. SA & India ii. Aus & SL iii. SA & SL iv. none 10. Who won the finals? i. Aus ii. SL iii. SA iv. Can't be determined 11. How many matches did India Win? i. 0 ii. 1 iii. 2 iv. can't be determined 12. What was the outcome of the India England Match i. India won ii. England won iii. It was a tie iv. Can't be determined Direction for Qn 13-14 These qns are based on situations given below: 7 Uni crick players are to be honored at a special luncheon. The players will be seated on a dais along one side of a single rectangular table. A and G have to leave the luncheon early and must be seated at the extreme right end of table, which is closest to exit. B will receive Man of the Match and must be in the centre chair C and D who are bitter rivals for the position of Wicket keeper dislike one another and should be seated as far apart as possible E and F are best friends and want to seat together. 13. Which of the foll may not be seated at either end of the table? i. C ii. D iii. G iv. F 14. Which of the foll pairs may not be seated together? i. E & A ii. B & D iii. C & F iv. G & D Direction for Qn 15-18 An employee has to allocate offices to 6 staff members. The offices are no. 1-6. the offices are arranged in a row and they are separated from each other by dividers>hence voices, sounds and cigarette smoke flow easily from one office to another Miss R needs to use the telephone quite often throughout the day. Mr. M and Mr. B need adjacent offices as they need to consult each other often while working. Miss H is a senior employee and his to be allotted the office no. 5, having the biggest window. Mr D requires silence in office next to his. Mr. T, Mr M and Mr. D are all smokers. Miss H finds tobacco smoke allergic and consecutively the offices next to hers are occupied by non-smokers. Unless specifically stated all the employees maintain an atmosphere of silence during office hrs. 15. The ideal candidate to occupy office farthest from Mr. B will be i. Miss H ii. Mr. M iii. Mr. T iv. Mr. D 16. The three employees who are smokers should be seated in the offices i. 1 2 4 ii. 2 3 6 iii. 1 2 3 iv. 1 2 3 17. The ideal office for Mr. M would be i. 2 ii. 6 iii. 1 iv. 3 18. In the event of what occurrence within a period of one month since the assignment of the offices would a request for a change in office be put forth by one or more employees? i. Mr D quitting smoking ii. Mr. T taking over duties formally taken care of by Miss R iii. The installation of a water cooler in Miss H's office iv. Mr. B suffering from anemia Direction for Qn 19-20 A robot moves on a graph sheet with x-y axes. The robot is moved by feeding it with a sequence of instructions. The different instructions that can be used in moving it, and their meanings are: Instruction Meaning GOTO(x,y) move to pt with co-ord (x,y) no matter where u are currently WALKX(P) move parallel to x-axis through a distance of p, in the +ve direction if p is +ve and in -ve if p is -ve WALKY(P) move parallel to y-axis through a distance of p, in the +ve direction if p is +ve and in -ve if p is -ve 19. The robot reaches point (5,6) when a sequence of 3 instr. Is executed, the first of which is GOTO(x,y) , WALKY(2), WALKY(4). What are the values of x and y?? i. 2,4 ii. 0,0 iii. 3,2 iv. 2,3 20. The robot is initially at (x.y), x>0 and y<0. The min no. of Instructions needed to be executed to bring it to origin (0,0) if you are prohibited from using GOTO instr. Is: i. 2 ii. 1 iii. x + y iv. 0 Direction for Qn 21-23 Ten coins are distr. Among 4 people P, Q, R, S such that one of them gets a coin, another gets 2 coins,3rd gets 3 coins, and 4th gets 4 coins. It is known that Q gets more coins than P, and S gets fewer coins than R 21. If the no. of coins distr. To Q is twice the no. distr. to P then which one of the foll. is necessarily true? i. R gets even no. of coins ii. R gets odd no. of coins iii. S gets even no. of coins iv. S gets odd no. of coins 22. If R gets at least two more coins than S which one of the foll is necessarily true? i. Q gets at least 2 more coins than S ii. Q gets more coins than P iii. P gets more coins than S iv. P and Q together get at least five coins 23. If Q gets fewer coins than R, then which one of the foll. is not necessarily true? i. P and Q together get at least 4 coins ii. 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what is the angle between teo hands of a clock when time is 8-30?

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