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  1. Submitted By: narya77 — January 1, 2008
    -5 votes
      + -

    Let’s name the as A,B,C & D and let’s assume that they take 1,2,5 and 10 minutes respectively. Here is how they should cross the bridge.

    ABCD |—————————–|
    CD |——-AB(2min)————->|
    CD || BCD
    A || ABCD
    If you count all the trips ie. 2+1+10+2+2, it will be 17 minutes

  2. Submitted By: rogerslin — January 1, 2008
    +7 votes
      + -

    – 1, 2, 5, 10
    1, 2 — 5, 10
    2 — 1, 5, 10
    2, 5, 10 — 1
    5, 10 — 1, 2
    1, 2, 5, 10 –

  3. Submitted By: Manoj — January 2, 2008
    +26 votes
      + -

    A(1), B(2), C(5), D(10)

    1. A & B cross together. They take 2 minutes
    2. A come back to start point. He takes 1 more min.
    3. So far 3 minutes invested in total
    4. C and D start together. Reach in 10 minutes. So total 13 minutes invested so far
    5. B who is at the far end, take the torch and comes back to start point. He needs 2 min
    6. So far far 15 min invested
    7. A and B start together, reach the far end in 2 min
    8. Total 17 min invested.

    Done !!!

  4. Submitted By: Irfan — January 6, 2008
    +1 votes
      + -

    Its easy…..
    a:-1 min
    b:-2 mins
    c:-5 mins
    d:-10 mins

    Ist Pass :- a,b–> takes 2 mins for inbound crossing and 1 min for a outbound leaving b at the other end
    Total mins for Inbound and outbound :-
    inbound trip :-2 mins
    outbound trip:-1 min
    ———————
    total :- 3 mins
    ————————–
    2nd Pass :- c,d–> takes 10 mins for inbound crossing and 2 min for a outbound leaving both c,d at the other end and getting back b.
    Total mins for Inbound and outbound :-
    inbound trip :-10 mins
    outbound trip:-2 min
    ———————
    total :- 12 mins
    ————————–
    3rd Pass :- a,b–> takes 2 mins for inbound crossing and no outbound trip
    Total mins for Inbound and outbound :-
    inbound trip :-2 mins
    outbound trip:-0 min
    ———————
    total :- 2 mins
    ————————–

    got it !!!…..12+3+2=17mins

  5. Submitted By: Paul — January 9, 2008
    +1 votes
      + -

    A(1), B(2), C(5), D(10)

    1. A & B cross together. They take 2 minutes
    2. A come back to start point. He takes 1 more min.
    3. So far 3 minutes invested in total
    4. C and D start together. Reach in 10 minutes. So total 13 minutes invested so far
    5. B who is at the far end, take the torch and comes back to start point. He needs 2 min
    6. So far far 15 min invested
    7. A and B start together, reach the far end in 2 min
    8. Total 17 min invested.

  6. Submitted By: Anjali — February 17, 2008
    -5 votes
      + -

    First the fourth on can cross along with third one who takes 10 &5 min respectively,So first third then fourth will go So for both time will be 10 min
    Now first and then second one will go who takes 2 & 1 min respectively. So in combinedly it will take 2 min So total=12min As from single flashlight 2 person can see

  7. Submitted By: Manoj — April 2, 2008
    -3 votes
      + -

    Here i am trying to address the flashlight problem as well since it is dangerous to cross without the flashlight.

    1. D(10 min) and C(5 Min) will start walking. D will hold the flash light.

    2. By the time D will get to the middle, C will get off the bridge. Total Time So Far = 5 min

    3. B will get on the bridge, D stays at middle of the bridge, helping B with Flash light untill B cross the bridge. Total Time (5 + 2 min of B) = 7 Min

    4. A will get on the bridge, D still stays at middle of the bridge, Helping A with flash light untill A cross the bridge. Total Time (5 + 2 (B) + 1 (A)) = 9 min.

    5. D will start walking and will be off the bridge in 5 min since he was at Halfway already. Total Time ( 5 + 2 + 1 + 5 ) = 13 min.

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