Past Questions

2018 Code of the Week

Week 6.0 : Fill in the blacks ?

There is a positive integer whose square is of the form

1█2█3█4█5█6█7█8█9█0

*where the black boxes are blacked out integers.The solvers are to take care of datatype ranges,precision of data and approximation of decimal numbers in computers.

Q : What is that integer ?

Week 5.0 : what is the value of 'a' and 'b' ?

Week 4.0 : What is the length of the shortest and longest path from yellow box to the green box?

Week 2.0 : What is the sum of the numbers of the 99th Level ?

Study very carefully how this pattern grows. Each color is a different level and watch how the levels are dependent on each other. HERE 1(in the center) is the base level or call it level ZERO . (2,3,4,5,6) are in level 1. and (5,7,8,9,11) are in level 2 and so on...and this pattern keeps growing and levels keep increasing.

Week 1.1 : How many such equidistant triplets are there between 0 and 2.018 million?

Week 1.0 : What is the smallest integer that can be divided by all the numbers from 0 to 47 ?

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