Just had an interview with them and this is the brain teaser prob that they gave me (still can't solve it):
A manager and a worker works in a gold mining company. The manager pays each worker one gold bar a week. Each worker works 7 days a week. The gold bar has markings on them so that you can cut it evenly into seven equal pieces. Each worker must get a 1/7 cut of the gold bar each day. But the catch is that the manager can only cut the gold bar TWO times a week. How should the manager solve this problem??
I thought about this problem a lot, and I simply can't find a way to cut a gold bar shape into 7 equal pieces by only using 2 cuts
any ideas??
EDIT: electrode's idea of stacking the gold bars gave me this possible answer.
Just stack 7 gold bars, cut them at the 1/7th marker, and you have a payment for a worker each day for the week!! (yes this is kinda silly that you need to spend 7 gold bars initially for a person, but the problem does not say anything about this!!)
A manager and a worker works in a gold mining company. The manager pays each worker one gold bar a week. Each worker works 7 days a week. The gold bar has markings on them so that you can cut it evenly into seven equal pieces. Each worker must get a 1/7 cut of the gold bar each day. But the catch is that the manager can only cut the gold bar TWO times a week. How should the manager solve this problem??
I thought about this problem a lot, and I simply can't find a way to cut a gold bar shape into 7 equal pieces by only using 2 cuts
any ideas??
EDIT: electrode's idea of stacking the gold bars gave me this possible answer.
Just stack 7 gold bars, cut them at the 1/7th marker, and you have a payment for a worker each day for the week!! (yes this is kinda silly that you need to spend 7 gold bars initially for a person, but the problem does not say anything about this!!)