Alien Rat Breakout

Algebra Level pending

Munna had a 4 cornered cottage in his backyard. He has persistently had rats ruin all the food, clothing etc in his house. One day he decides to kill them and chases all of them into the the cottage.

All the rats gather in the first corner. He kills few of them with a spade.

The remaining rats run to the second corner and get doubled. He runs to the second corner of the cottage and kills the same number of rats he did in first corner.

The remaining rats run to the third corner and get tripled. Furious, he runs to third corner and again kills the same number of rats as he did in the first or the second corners.

The remaining mischeif of rats run to the fourth corner and get quadrupled. Munna, furiously runs to the fourth corner and kills the same number as he did in the first, second or third corner. Now all the rats are dead.

Q1. How many rats were actually there?

Q2: How many did Munna kill in the corners (Each corner he killed same number)?

Answers should be posted in Q1.Q2 format. Example: 234.76 (Actually there.Number killed)

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