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Analytical problem related to data structures - Something like - A mouse and xxx (maybe tortoise) started running in opposite directions on a 100 mile highway. Mouse made stops for this and that, and some numbers for times-spent. These numbers are some relative to those of tortoise too. The final question is how many times would the mouse have ran each way, before the tortoise completed one round.
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Engineering

Interviewed at Cisco

4.1
Jan 4, 2010

Analytical problem related to data structures - Something like - A mouse and xxx (maybe tortoise) started running in opposite directions on a 100 mile highway. Mouse made stops for this and that, and some numbers for times-spent. These numbers are some relative to those of tortoise too. The final question is how many times would the mouse have ran each way, before the tortoise completed one round.

Given a function rand() that returns 0 in probability of 0.5 and 1 in 0.5, write a function that generates a number between 0 - n-1 in uniform distribution. that is, for every x in {0,...,n-1} , P(random() == x) = 1/n.
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Firmware Engineering

Interviewed at Intel Corporation

3.9
Apr 1, 2019

Given a function rand() that returns 0 in probability of 0.5 and 1 in 0.5, write a function that generates a number between 0 - n-1 in uniform distribution. that is, for every x in {0,...,n-1} , P(random() == x) = 1/n.

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