Aptitude - Percentage - Discussion
Discussion Forum : Percentage - General Questions (Q.No. 15)
15.
The population of a town increased from 1,75,000 to 2,62,500 in a decade. The average percent increase of population per year is:
Answer: Option
Explanation:
Increase in 10 years = (262500 - 175000) = 87500.
| Increase% = |  |
87500 | x 100 |  % = 50%. |
| 175000 |
 Required average = |
|
50 | % = 5%. |
| 10 |
Discussion:
96 comments Page 5 of 10.
Prince said:
7 years ago
But using the formula we get the answer is 4.137.
Ravi Kumar said:
6 years ago
Hello @Manish.
Total will be 100%
20% for rent.
60%for expenses.
10% for LIC.
TOTAL 90% OVER.
Know remaining spend 30.
10%=30 then 100%=300 total salary.
Total will be 100%
20% for rent.
60%for expenses.
10% for LIC.
TOTAL 90% OVER.
Know remaining spend 30.
10%=30 then 100%=300 total salary.
Satwika said:
9 years ago
Why should we take 17,5000 in denominator why not 26,25000?
Pallavi said:
6 years ago
Hi, I am not getting this. Please, someone, help me.
Nadeem said:
6 years ago
We use the formula 262500 = 175000(1+ R/100)^n.
Where n = 10, and the value of R turns out to be 4.138 which is 4.138%. So none of these is the answer.
Where n = 10, and the value of R turns out to be 4.138 which is 4.138%. So none of these is the answer.
Goku said:
5 years ago
@Aparna.
You are 100% wrong. Because you should take 60% of 100Rs, not 60% out of 80.
Take the % out of 100Rs, not out of remaining cost.
You are 100% wrong. Because you should take 60% of 100Rs, not 60% out of 80.
Take the % out of 100Rs, not out of remaining cost.
Venkatesh said:
5 years ago
Easy method:
Salary be x.
Total expenditure is 20%+60%+10% = 90%.
Remaining 10%,
10% of x = 30rs,
10x = 3000,
X = 300rs,
Salary is 300rs.
Salary be x.
Total expenditure is 20%+60%+10% = 90%.
Remaining 10%,
10% of x = 30rs,
10x = 3000,
X = 300rs,
Salary is 300rs.
Muskan said:
4 years ago
Same here @Ankan Mondal.
Yoga said:
1 month ago
Why aren't we using the formula of P (1+R/100) ^N? Please explain to me.
Prakash singha said:
7 days ago
Nice, Thanks for explaining.
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