**Crack the Code !**

Crack the Code !

983 - One number is correct and well placed

426 - One number is correct but wrong placed

371 - One number is correct and well placed

186 - One number is correct but wrong placed

Can you crack the code and find the number using the given statements.

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#### Click here for Answer

**Answer is 941**

__Explanation:__

let the 4 statements be a,b,c,d

From statement a,c,d we get that 9 is the first number in the code.

Now from statement a and c, we know that one of the other number is 7 or 1

lets assume the number in the code is 7,

then form b and d we see that 6 has to be the final number of the code but it is not possible as it will break either rule b or d.

So 7 is not the number in the code.

So now we know 1 is the 3rd number of the code and well placed as per c and wrong placed as per d.

So now from b we get 4 as the last digit of code as 2 cannot be wrong placed in statement b.

So the code is 941.