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555-605 (Medium)|   Word Problems|                  
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parkhydel
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Did the population of Town C increase by at least 100 percent from the year 2000 to the year 2010 ?
Population in 2000 + Population in 2000 < Population in 2010
\(2*P_{2000} < P_{2010}\) ?

(1) The population of Town C in 2000 was 2/3 of the population in 2005.
\(P_{2000} = \frac{2}{3}*P_{2005}\)
Case I : \(P_{2010} = P_{2005} = \frac{3}{2}* P_{2000}\) NO
Case II: \(P_{2010} = 2*P_{2005} = 3*P_{2000}\) YES

INSUFFICIENT.

(2) The population of Town C increased by a greater number of people from 2005 to 2010 than it did from 2000 to 2005.
Case I: \(P_{2000} = 100\), \(P_{2005} = 110\) and \(P_{2010} = 120\), So 20 > 10 But \(P_{2010} = 1.2*P_{2000}\) NO
Case II: \(P_{2000} = 100\), \(P_{2005} = 110\) and \(P_{2010} = 210\), So 110 > 10 But \(P_{2010} = 2.1*P_{2000}\) YES

INSUFFICIENT.

Together 1 and 2
\(P_{2005} - P_{2000} = (\frac{3}{2} - 1)*P_{2000} = \frac{1}{2}*P_{2000}\)
\(P_{2010} - P_{2005} > \frac{1}{2}*P_{2000}\)
\(P_{2010} > \frac{1}{2}*P_{2000} + P_{2005}\)
\(P_{2010} > \frac{1}{2}*P_{2000} + \frac{3}{2} * P_{2000}\)
\(P_{2010} > 2*P_{2000}\)

SUFFICIENT.

Answer C.
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Did the population of Town C increase by at least 100 percent from the year 2000 to the year 2010 ?

(1) The population of Town C in 2000 was 2/3 of the population in 2005.
(2) The population of Town C increased by a greater number of people from 2005 to 2010 than it did from 2000 to 2005.

Soln

We need to ans in Yes/No , whether increase in population from 2000 to 2010 was atleast 100% or not.
In other words- Did Population Double from year 2000 to year 2010??

St1 : The population of Town C in 2000 was 2/3 of the population in 2005.

- So if population in year 2000- Lets say was 6 ( Picking simple nos divisible by three) than population in 2005 would be 9
(since population increased by 2/3)

- But we don"t know if it was same increase or less from 2005 to 2010
- Hence St 1 insufficient

St 2 The population of Town C increased by a greater number of people from 2005 to 2010 than it did from 2000 to 2005.

-No values given so we cannot say anything. Clearly insufficient

St 1+2 Together

In yr 2000- Population was 6
In yr 2005 - Population became 9 ( 2/3*9=6) ( as per st1 info)

Increase is by 3 which is 50% to population in yrs 2000

St 2 says that increase from 2005 to 2010 was more than increase from year 2000 to 2005. So if min increase was 4 .Population in 2010 would be 13 (9+4=13)

year 2000- population - 6 and year 2010- population 13 , which is clearly more than 100% increase or double

We have definite ans that increase was more than 100%

Hence Both statement together are sufficient.

Ans choice C
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parkhydel
Did the population of Town C increase by at least 100 percent from the year 2000 to the year 2010 ?

(1) The population of Town C in 2000 was 2/3 of the population in 2005.
(2) The population of Town C increased by a greater number of people from 2005 to 2010 than it did from 2000 to 2005.


DS11210.02

(1) Let, Population of 2005 = 120
So, the population of 2000 = 120*2/3 = 80

But NO information on population increment from 2000 to 2010 or 2005 to 2010 is given. INSUFFICIENT

(2) No increment rate or concept is given INSUFFICIENT.

USING BOTH THE OPTIONS:
2000 TO 2005 INCREMENT IS 40, 2005 TO 2010 IS GREATER THAN 40
SO THE PERCENTAGE INCREMENT WILL BE MORE THAN 80, WHICH ENSURES INCREMENT IS MORE THAN 100%
SUFFICIENT.

THE ANSWER IS C.
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Let's,
The population in 2000 was 200 people

In 2005, the population in 2000 becomes 2/3 of the population in 2005.
So, if the population in 2000 was 200 people then the population in 2005 became 200*(3/2)= 300 people
Population increased = 300- 200 = 100 people

From 2005 to 2010, the population increased by a greater number than the increase in 2000 to 2005.
So, If from 2000 to 2005 the population increased by 100, then the population from 2005 to 2010 increased by more than 100. let's 110 people.

So, total increase (100+110) = 210

As 210 is more than 100% of the initial population of 200, So, taking both statements together we can say that the population increased by more than 100% from 2000 to 2010. So, [c] is the correct answer
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Why does the variable approach from the math revolution not work here?
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Solution:

A new og 2021 question

St (1):- The population of Town C in 2000 was 2/3 of the population in 2005.

There is no information about the population from 2000-2005. No information is provided about the population growth from 2000-2010.
(Insufficient)

St(2):- The population of Town C increased by a greater number of people from 2005 to 2010 than it did from 2000 to 2005.

There is no information provided about the population growth either in percentage or absolute figures. (Insufficient)

Combining both ;

Let the population in 2005 =60

=> Population in 2000 = (2/3) *60 = 40

A 100% increase in 40 would mean a population of 80 in 2010

Increase from 2000-2005 = 60-40=20

Increase in number of people from 2005-2010 should be greater than 20 (St 2)

=>Minimum value of the pop then in 2010 would be 60+21=81 and 81>80(100% increase) (Sufficient)option (c)

Hope this helps :thumbsup:
Devmitra Sen (GMAT Quant Expert)
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parkhydel
Did the population of Town C increase by at least 100 percent from the year 2000 to the year 2010 ?

(1) The population of Town C in 2000 was 2/3 of the population in 2005.
(2) The population of Town C increased by a greater number of people from 2005 to 2010 than it did from 2000 to 2005.


DS11210.02

Answer: Option C

Video solution by GMATinsight

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I've noticed one thing, instead of thinking and eliminating answer options in my head, if I write them and get to a concrete conclusion then its way better for solving DS. It might take time but, way better than keep getting incorrect answer when you know are capable of getting it right.

I am very much sure, the E markers eliminated C coz, they thought in the head that even after combining we are not getting anywhere. (Yes, am talking about myself too). When I reattempted the question and tried to maintain hygienic process of writing and working with scenarios it worked better. Actually took less time than thinking and marking the answer being totally unsure.

Coming to the question:
(1) - \(Pop 2000 = \frac{2}{3} of Pop2005\) .... meaning \(Pop2005 = 1.5 (Pop2000)\) ... Can't move further with this much info.
(2) - If there is an "\(a\)" increase in \(2000-2005\) then there is at least an "\(a+1\)" increase in \(2005-2010\). Mind you as per the statement, there is definitely an increase from \(2000 to 2005\) and from \(2005 to 2010\) .... But still cant move further with this.

(1+2) - I picked numbers... Let's say there were \(100\) ppl in 2000 and as per St.1 it grew to \(1.5*100 = 150\). So, a growth of \(50\) ppl. Now, as per st.2 the population has to grow more than \(50\), let's take just 1 more, So, \(150+ 51= 201\), which is still a growth of more than 100% from 2000 population.

hence, C.

Hope this jibber jabber made sense.
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