View All num of num See all Photos NetApp This employer has taken extra steps to respond to reviews and provide job seekers with accurate company information, photos, and reviews. Interested for your company?Learn More. www.netapp.com Employer Engaged Overview Reviews Salaries Interviews Jobs Photos Benefits 1.2k Reviews 2.7k Salaries 334 Interviews 415 Jobs Follow Add Review or Salary Follow Add Review or Salary Interview Question Software Engineer Interview Research Triangle Park, NC NetApp Two trains, each moving at 20 miles per hour towards each other, are initially 60 miles apart. A bee starts at the front of one train, flies to the other train, then back to the first train, and so on. If the bee always flies at 30 miles per hour, how far does the bee fly before the trains collide? Tags: brain teaser See more , See less 8 Answer Add Tags Answer Interview Answer 5 Answers ▲ 0 ▼ 45 miles. He was laid back about this question and wanted to see me thinking about it more than getting it right. Interview Candidate on Dec 13, 2012 ▲ 1 ▼ time of collision=30/20=1.5hrdistance fly by the bee= 30X1.5= 45miles Ramy Soliman on Dec 16, 2012 ▲ 0 ▼ 45 miles is the wrong answer. The end points for the bee are constantly changing, so you can't just say 30X1.5 Math Whiz on Feb 24, 2013 ▲ 0 ▼ @72min ..the bee collides with first train and starts traveling back @30miles/hour...when trains are 6 miles apart from collision point..@90 min the collision occurs...so bee has 18min to travel from its collision in opposite direction...so 30mph * 18/60 = 9 miles towards collsion point(which is 6 miles apart).So it will be far by 3 miles. Ashwin on Mar 16, 2013 ▲ 0 ▼ Other possibly correct answers:- The bee would die from the sudden impact with train 2 in 72 minutes after flying a total of 36 miles.- Oh you mean these bees have mastered inertialess flight - forget about the job and give me one of those to study!That aside...The one thing everyone left out of the answer was that enough information wasn't actually supplied to answer it 100% accurately and it has nothing to do with the fact that the two endpoints are moving. The issue is that while the 45 miles number may be "close enough" - to be 100% accurate you have to calculate the total number of traversals the bee can make in the time allotted and subtract it's body length 1 time for each of those traversals from the total. Michael on Apr 7, 2014 Add Answers or Comments To comment on this, Sign In or Sign Up.