Aptitude - Average - Discussion
Discussion Forum : Average - General Questions (Q.No. 1)
1.
In the first 10 overs of a cricket game, the run rate was only 3.2. What should be the run rate in the remaining 40 overs to reach the target of 282 runs?
Answer: Option
Explanation:
Required run rate = | ![]() |
282 - (3.2 x 10) | ![]() |
= | 250 | = 6.25 |
40 | 40 |
Video Explanation: https://youtu.be/GhK9d8tcqvA
Discussion:
134 comments Page 5 of 14.
Ramya said:
1 decade ago
What is the actual formula for this type of questions?
Vinod Anand said:
1 decade ago
In the first 10 overs the run rate was = 3.2.
Than total run is = 32.
Where total target is - 282.
Let the remaining 40 overs run rate is = x.
32+40x = 282.
40x = 250.
x = 25/4 = 6.25 answer.
Than total run is = 32.
Where total target is - 282.
Let the remaining 40 overs run rate is = x.
32+40x = 282.
40x = 250.
x = 25/4 = 6.25 answer.
Amit said:
1 decade ago
Using basics of cricket.
Runs in 10 overs at the rate of 3.2 = 32.
Target 282.
Remaining runs 282-32 = 250.
Remaining overs 40.
Thus run rate 250/40 = 6.25.
Runs in 10 overs at the rate of 3.2 = 32.
Target 282.
Remaining runs 282-32 = 250.
Remaining overs 40.
Thus run rate 250/40 = 6.25.
Akshata said:
1 decade ago
Formula used for this type of questions?
Deebika.c said:
1 decade ago
What is the formula for this sum?
Aayush said:
1 decade ago
@Gautam - Sorry to say but your solution is wrong.
@Aymen - The solution for your problem stated.
"The average of three numbers is 8, that of the first two is 11. Find the third number?please help me." is:
Let three numbers be x,y,z.
Average of first three numbers is 8.
Hence, x+y+z/3 = 8.
=> x+y+z = 24.....eq(1).
Average of first two numbers is = 11.
Hence, x+y/2 = 11.
=> x+y = 22....eq(2).
Now substitute eq(2) value in eq(1).
Thus, 22+z = 24.
=> z = 24-22 = 2.
Answer is z = 2.
:).
@Aymen - The solution for your problem stated.
"The average of three numbers is 8, that of the first two is 11. Find the third number?please help me." is:
Let three numbers be x,y,z.
Average of first three numbers is 8.
Hence, x+y+z/3 = 8.
=> x+y+z = 24.....eq(1).
Average of first two numbers is = 11.
Hence, x+y/2 = 11.
=> x+y = 22....eq(2).
Now substitute eq(2) value in eq(1).
Thus, 22+z = 24.
=> z = 24-22 = 2.
Answer is z = 2.
:).
Mudassir pasha said:
1 decade ago
The total target for 50 overs is 282 out of that first 10 overs they scored at The run rate of 3.2, which means they scored 32,
For remaining 40 overs the target is 282-32=250,
For 40 overs the target is 250.
Then for 1 over it is 250/40 = 6.25.
For remaining 40 overs the target is 282-32=250,
For 40 overs the target is 250.
Then for 1 over it is 250/40 = 6.25.
Palani said:
1 decade ago
@Aayush - Sorry to say but your solution is wrong.
@Aymen - The solution for your problem stated.
THE AVERAGE OF THREE NO.IS
X+Y+Z/3=8.
THE SUM OF FIRST TWO NO. IS 11,SO
(X+Y)+Z/3=8.
11+Z/3=8.
BY TRANSPOSITION,
11+Z=3*8.
11+Z=24.
Z=24-11.
Z=13.
i.e) X+Y=11.
Z=13.
HENCE THE AVG X+Y+Z/3=8.
SO, Gautam IS RIGHT YOU'RE WRONG Ayush.
@Aymen - The solution for your problem stated.
THE AVERAGE OF THREE NO.IS
X+Y+Z/3=8.
THE SUM OF FIRST TWO NO. IS 11,SO
(X+Y)+Z/3=8.
11+Z/3=8.
BY TRANSPOSITION,
11+Z=3*8.
11+Z=24.
Z=24-11.
Z=13.
i.e) X+Y=11.
Z=13.
HENCE THE AVG X+Y+Z/3=8.
SO, Gautam IS RIGHT YOU'RE WRONG Ayush.
Manish said:
1 decade ago
Why we Divided 40 over because remaining over 30 and you also given the 10 over run ate?
Dhananjay Gahmari said:
1 decade ago
Sorry @Palani your point of view to check answer is wrong!
GAUTAM AND AYUSH you BOTH are RIGHT.
Gautam takes the sum of first two number is 11, and Ayush takes the average first two number is 11.
So both answer is correct.
GAUTAM AND AYUSH you BOTH are RIGHT.
Gautam takes the sum of first two number is 11, and Ayush takes the average first two number is 11.
So both answer is correct.
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