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ANSWERS - HURDLE 08 : COMPOUND AND SIMPLE INTEREST

Ans 1: D, When time is 1 year , CI = SI.

Ans 2:
15000 * [ {(1 + R/100)^2 - 1} - {2R/100} ] = 54
15000 * [ (R/100)^2 ] = 54
R^2 = 540/15 = 36
R=6

Ans 3 : P [ ((1.05)^2 - 1) - (2*5)/100 ] = 25
P = 10,000

Ans 4 : 72

Ans 5 : 2000 * [(1 + R/100) ^3 - 1 - 3R/100 ] =62
2000 * [1 + 3R/100 + 3(R/100)^2 + (R/100)^3 - 1 - 3R/100 ] = 62
2000 * [(R/100)^2 { R/100 + 3}] = 62
(R/100)^2 [ (R/100) + 3 ] = 31/1000
R^2[R + 300] = 31000 = 10^2[10 + 300]
R=10


Ans 6 : Let the amount kept at 5% C.I for 2 years be X
The difference in C.I and S.I = 30
so 30 = { [X(1+5/100)(1+5/100)] -X }-(X.5.2/100)
or 30 = X(21/20)(21/20)-X-X/10
or 30= 441X/400-X-X/10
or 30= x/400
so X=12,000
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Ans 7. Let the amount kept at 6 % C.I for 2 years be Y
The difference in C.I and S.I = 108
so 108 = Y(1+6/100)(1+6/100)-Y- (Y.6.2/100)
so 108= Y(53/50)(53/50)-Y -(6Y/50)
so 108 = 9Y/2500
so Y = 30,000


Ans 8 . Interest in first Investment (taking help from ANS6 )
= (441*12000)/ 400 -12000 = 1230 (UrPercentile.com)
Interest on second investment (taking help from Ans 7)
= 30000.(53/50).53(50)-30,000= 3708
Total interest = 1230+3708= 4938

Ans 9: Put the formula to get the answer 8820.

Ans 10: Total Bonus = 42,000 which is 5 % of his annual salary
So his salry = 42,000*20 = 840,000

Ans 11: Let sum be X
4944= X(1+6/100)(1+6/100)-X
or 4944= X.(53/50).(53/50)-X
solve the equation to get X= 40,000

Ans 12:
C.I = 40,000.(21/20).(21/20).(21/20)-40,000
C.I =6,305


Ans13 : 20,000

Ans14 : 576

Ans15 : 16,000

Ans16 : 3,661

Ans 17 : B, Ans 18 : C, Ans19 : A, Ans 20 : G, Ans 21 : H, Ans 22 : I

Ans23 : Boycott is the closest word to proscribe in the passage, hence the answer is Charles C Boycott

Ans24 : Jingo means a zealous patriot, so chavinist is the closest word in the given passage. So answer is Nicolas Chauvin

Hurdle 08 : Compound and Simple Interest
Wherever not specified , Compound interest means that it is compounded on yearly basis
Hurdle8.htm

  Hurdle 09 : Cistern
A tank of 600 liters. Pipe A can fill the tank alone in 20 hours.
Hurdle9.htm
  Links of Hurdle 31 to 78
Links of Hurdle 31 to 78 will be available only to the closed community of Urpercentile members.

Hurdle31onwards.htm
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