Latest TCS Aptitude Question SOLUTION: A+1/(B+1/(C+1/(D+1/E)))=1331/1000 what is the value of A*B*C*D*E ? Hint: first find A, then B,C,D,E... asked in 2015 pass out off campus.

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(#M40118005) TCS Numerical Ability question Keep an EYE

A+1/(B+1/(C+1/(D+1/E)))=1331/1000

what is the value of A*B*C*D*E ?

Hint: first find A, then B,C,D,E...
asked in 2015 pass out off campus.

Asked In TCS Sanu Panji (9 years ago)

Solved RAKESH Read Solution (2)

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Read Solution (2) :

RAKESH  (9 years ago) Best Solution

A+1/(B+1/(C+1/(D+1/E)))=1331/1000 = 1 + 331/1000 => A = 1

1/(B+1/(C+1/(D+1/E))) = 331/1000
or, B+1/(C+1/(D+1/E)) = 1000/331 = 3 + 7/331 => B = 3

1/(C+1/(D+1/E)) = 7/331
=> C+1/(D+1/E) = 331/7 = 47 + 2/7 => C = 47

1/(D+1/E) = 2/7
=> D + 1/E = 7/2 = 3 + 1/2 =>> D = 3, E = 2

finally,
A=1
B=3
C=47
D=3
E=2

A*B*C*D*E = 1*3*47*3*2 = 846

Is this solution Helpfull? Yes (55) | No   

vikash  (9 years ago)

1+1/(3+1/(47+1/(3+1/2))) compare both both the side

so value of

A=1
B=3
C=47
D=3
E=2

Than A*B*C*D*E=846

Is this solution Helpfull? Yes (1) | No (7)  

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