Download Ace Your Case II: Fifteen Questions by WetFeet PDF

By WetFeet

In Ace Your Case II, you will find all the following:

  • Specific counsel for market-sizing, brain-teaser, business-operations, and process case questions
  • 15 case questions (straight from WetFeet customers!)
  • 15 strong, particular solutions to the case questions
  • What to not say on your interviewer!
  • Tips from winning WetFeet consumers approximately the way to shine on your interviews
  • Special notes approximately situations for undergrads, MBAs and complex measure candidates
  • More, extra, extra!

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Extra resources for Ace Your Case II: Fifteen Questions

Sample text

All the balls appear identical. You have a balance-type scale, and you can perform trials on the balls. What is the minimum number of trials required to determine which is the heaviest ball? N A I L I N G CASE 4: > “Uhhh. ] > “Hmm. ” [“Sure. ] > “Let’s see. ” [Whoops! ] Good Answer: Two. You start by putting three balls on each side of the scale. There are two basic outcomes: one set of three is heavier, or both sets are in balance. If one set is heavier, you choose two balls from that set and weigh one on each side of the balance.

2: Ask questions. Rule No. 3: Work from big to small. T H E Business Strategy Case Questions What are the main issues? ™ Key questions to ask: P R A C T I C E A large integrated steel manufacturer is contemplating entering the specialty stainless-steel market. Should it? What should it think about in order to make its decision? T H E CASE 10: R A N G E : 1 5 Q U E S T I O N S What are the main issues? ™ R A N G E : Key questions to ask: P R A C T I C E A large food manufacturer with dominant market share in rice cakes wants to increase the profitability of the product line.

N A I L I N G CASE 4: > “Uhhh. ] > “Hmm. ” [“Sure. ] > “Let’s see. ” [Whoops! ] Good Answer: Two. You start by putting three balls on each side of the scale. There are two basic outcomes: one set of three is heavier, or both sets are in balance. If one set is heavier, you choose two balls from that set and weigh one on each side of the balance. If the balls balance, you know that the remaining one from the set is the heavy one. In the second outcome from the first measurement, the two sets of three balls are in balance.

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