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:
4.37%
5%
6%
8.75%
Answer: Option
Explanation:

Increase in 10 years = (262500 - 175000) = 87500.

Increase% = 87500 x 100 % = 50%.
175000

Required average = 50 % = 5%.
10

Discussion:
93 comments Page 2 of 10.

Suman said:   1 decade ago
Thanku Naren you gave a very shortcut method.

Shivani said:   1 decade ago
@ jagadeesh and reeta

1 decade = 10 years ........

here we need the average of percent rise ...

here the increment in percentage for 10 years is 50

so average = 50 / 10
= 5

got it?? ....

Bhavna said:   1 decade ago
Thanks shivani.

Ak123 said:   1 decade ago
Why is 87,000 divided by 1,75,000? can someone explain.

Bluespark said:   1 decade ago
@ak123
%increase=(increase*100)/year its a formula since u r finding the increase % of 175000, yr=175000

Niks said:   1 decade ago
By the way aparna's answer to manishas question is right. How can you reuse the total amount be it rs 100 or x again and again. Plus I have seen a lot of similar examples solved it in aparnas way. Check out for these kind of examples in MBA aptitude books.

Prasad. said:   1 decade ago
Easy method to find the salary of the person.
20% on rent+60%on living +10% on L.I.C.+ remain 30rs on children.
20%+60%+10%+30rs=100%.
90% spent remain 30rs is equal to 10%. (.i.e 100%-90%=10%)
if 10 % =30rs ==> 100%=300 Rs.

Sheshu said:   1 decade ago
%increase=difference/lowvalue*100.

%decrease=difference/highvalue*100.

Sree said:   1 decade ago
How far the answer 5% is correct.

(50/10)% is OK but on back_end process the value(262500) cannot satisfy 175000.

If 4.137% suits for it.

CAN ANYONE UNDERSTOOD?

CAN ANYONE HEAR TO CLEAR MY DOUBT?

Rajesh said:   1 decade ago
Hai @Sree.

First I assume your answer is correct, now 4.137% in first year means answer increase of 7240, now I 175000+7240= 182240(this value is the population up to 2nd year, now I add 4.137% of 18220..

This process is continued so that I will get the answer of the population at the end of 12th year,

But this the wrong of doing, here you are calculating the increase in percentage of the next year w.r.t to previous year (for example you are calculating the 3rd year increase in percentage of the population of 2nd year, this gives the result wrong as per our question, here in our question they asked the avg increase in % )...hope you understand.


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