Aptitude - Simplification - Discussion
Discussion Forum : Simplification - General Questions (Q.No. 8)
8.
A fires 5 shots to B's 3 but A kills only once in 3 shots while B kills once in 2 shots. When B has missed 27 times, A has killed:
Answer: Option
Explanation:
Let the total number of shots be x. Then,
Shots fired by A = | 5 | x |
8 |
Shots fired by B = | 3 | x |
8 |
Killing shots by A = | 1 | of | 5 | x | = | 5 | x |
3 | 8 | 24 |
Shots missed by B = | 1 | of | 3 | x | = | 3 | x |
2 | 8 | 16 |
![]() |
3x | = 27 or x = | ![]() |
27 x 16 | ![]() |
= 144. |
16 | 3 |
Birds killed by A = | 5x | = | ![]() |
5 | x 144 | ![]() |
= 30. |
24 | 24 |
Discussion:
40 comments Page 1 of 4.
Ganga said:
4 years ago
B missed 27 times. Hence, B fired,
27 * 2 = 54 shots.
Therefore, the number of shots fired by
A = (54/3)*5,
= 90.
Therefore, the number of birds killed by;
A = 90*(1/3),
= 30.
27 * 2 = 54 shots.
Therefore, the number of shots fired by
A = (54/3)*5,
= 90.
Therefore, the number of birds killed by;
A = 90*(1/3),
= 30.
(40)
Yamini Dhanasekar said:
7 years ago
Another way of solving this question by logic is,
B -27 times failed,it indicates 27 times succeeded.(given in question, kills once in 2 shots)
So totally,27+27=54 shots.
A fires 5 shots for b's 3.
A --------- B
5 --------- 3
?? --------- 54.
A=54 * 5/3=90 shots.
A has 90 shots,
A kills once in 3 shots, so 90/3 =30 birds.
B -27 times failed,it indicates 27 times succeeded.(given in question, kills once in 2 shots)
So totally,27+27=54 shots.
A fires 5 shots for b's 3.
A --------- B
5 --------- 3
?? --------- 54.
A=54 * 5/3=90 shots.
A has 90 shots,
A kills once in 3 shots, so 90/3 =30 birds.
(37)
Sudip said:
8 years ago
A:B=5:3.
Let no. of shots by A= 5x and B= 3x.
A kills after every 3 shots,
No. of birds killed by A= 5x/3.
B kills after every 2 shots,
No. of birds killed by B= 3x/2.
No. of shots missed by B= 3x-3x/2= 3x/2=27.
Therefore x= 27 x 2/3= 18.
No. of birds killed by A in that time= 5x/3= 5*18/3= 30.
Let no. of shots by A= 5x and B= 3x.
A kills after every 3 shots,
No. of birds killed by A= 5x/3.
B kills after every 2 shots,
No. of birds killed by B= 3x/2.
No. of shots missed by B= 3x-3x/2= 3x/2=27.
Therefore x= 27 x 2/3= 18.
No. of birds killed by A in that time= 5x/3= 5*18/3= 30.
(15)
Renitha said:
11 months ago
Total short by B = 2 * 27 = 54,
Total short by A = 5/3 * 57 ==>5*18==>90,
killed by A = 90/3==>30,
A killed 30 birds.
Total short by A = 5/3 * 57 ==>5*18==>90,
killed by A = 90/3==>30,
A killed 30 birds.
(9)
Arun Congo said:
6 years ago
If A Shoot 5, B will shoot 3.
Assume in 1 Minute A can shoot 5 and B can shoot 3.
A Scores 1 out of 3, B scores 1 out of 2.
In question, we have 27 fails for B.
So in 9 minutes, B shoots 54 and scores 27 and fails 27.
In 9 Minutes, A shoot 90 and scores 30 and fails 60.
Assume in 1 Minute A can shoot 5 and B can shoot 3.
A Scores 1 out of 3, B scores 1 out of 2.
In question, we have 27 fails for B.
So in 9 minutes, B shoots 54 and scores 27 and fails 27.
In 9 Minutes, A shoot 90 and scores 30 and fails 60.
(8)
Sai said:
2 years ago
Can anyone please explain the question?
(7)
Kajora said:
1 decade ago
The ratio of no.of shots by A to the no.of shots by B is 5:3.
Let the actual shots of A and B be 5x and 3x respectively.
B kills once in 2 shots means one shot of B gets success and another shot gets failure.
Total shots = 27 failed shots + 27 successful shots = 54.
That is 3x = 54.
x = (54/3) = 18.
A's total shots = 5x = 5(18) = 90.
A kills once in 3 shots means A's 2 shots get failed and 1 shot.
Achieves the target (kills the bird).
So, A has killed (90/3) = 30 birds.
Let the actual shots of A and B be 5x and 3x respectively.
B kills once in 2 shots means one shot of B gets success and another shot gets failure.
Total shots = 27 failed shots + 27 successful shots = 54.
That is 3x = 54.
x = (54/3) = 18.
A's total shots = 5x = 5(18) = 90.
A kills once in 3 shots means A's 2 shots get failed and 1 shot.
Achieves the target (kills the bird).
So, A has killed (90/3) = 30 birds.
(6)
Owaiz said:
10 years ago
Both A and B stand side by side and shoot at the same time. 5 bullets com out of A's gun and 3 bullets come out of B's gun. So the total no of bullets fired at once is 8.
Its given that A kills one in 3 shots and B kills one in 2 shots. Its also given that B misses 27 times.
As B Misses 27 times and kills one in two shots, the total bullets fired by B is 27*2 = 54.
We know that 3 bullets came out of B'S gun when he shot once.
So the no of times B shot is 54/3 = 18.
Also the no of bullets came out of A is 5 when he shot once and since both A and B shot same no of times i.e.18 times, so the total no of bullets came out of A's gun is 5*18 = 90 bullets.
As A killed one in three bullets, the total no of birds killed by A is 90/3 = 30.
Its given that A kills one in 3 shots and B kills one in 2 shots. Its also given that B misses 27 times.
As B Misses 27 times and kills one in two shots, the total bullets fired by B is 27*2 = 54.
We know that 3 bullets came out of B'S gun when he shot once.
So the no of times B shot is 54/3 = 18.
Also the no of bullets came out of A is 5 when he shot once and since both A and B shot same no of times i.e.18 times, so the total no of bullets came out of A's gun is 5*18 = 90 bullets.
As A killed one in three bullets, the total no of birds killed by A is 90/3 = 30.
(4)
Hary said:
1 decade ago
This can also be solved practically rather than theoretically.
It is given that B has missed 27 times and B kills once for 2 shots. So, total number of shots B has got is 27*2=54.
And also it is given that A gets 5 shots while B gets 3 shots. So,.
54/3=18.
The number of shots A gets is= 18*5=90.
But A kills once in every 3 shots, so 90/3=30.
No of birds killed by A is=30.
It is given that B has missed 27 times and B kills once for 2 shots. So, total number of shots B has got is 27*2=54.
And also it is given that A gets 5 shots while B gets 3 shots. So,.
54/3=18.
The number of shots A gets is= 18*5=90.
But A kills once in every 3 shots, so 90/3=30.
No of birds killed by A is=30.
(3)
Kaviya said:
3 years ago
Thanks for explaining @Smirthi.
(3)
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