2 Questions
First, while
long long int num = 1000000000000;
works fine
long long int num = 4014109449;
gives
warning: this decimal constant is unsigned only in ISO C90 [enabled by default]
What does it mean ?
Secondly
long long int num = 1000000*1000000;
gives an overflow warning while
long long int num = 1000000000000;
is ok,even though they are same.How do i get rid of it? Multiplication gives a garbage value
An unsigned data type stores only positive values. It takes a size of 64 bits. A maximum integer value that can be stored in an unsigned long long int data type is 18, 446, 744, 073, 709, 551, 615, around 264 – 1 (but is compiler dependent ).
First, be sure your compiler supports the long long type. Second, add a "ULL" suffix to the number. Show activity on this post. Q: How to initialize an unsigned long long type?
A maximum integer value that can be stored in a long long int data type is typically 9, 223, 372, 036, 854, 775, 807 around 263 – 1 (but is compiler dependent). The maximum value that can be stored in long long int is stored as a constant in <climits> header file.
Maximum value of long long int in C++ Last Updated : 18 Dec, 2020 In this article, we will discuss the long long int data type in C++. long long int data type in C++ is used to store 64-bit integers. It is one of the largest data types to store integer values, unlike unsigned long long int both positive as well as negative.
The problem is that the value 4014109449
is an unsigned long int
in C90 but a long long int
in C99 because it is too large for a 32-bit long int
. While 1000000000000
is too large for any 32-bit type, so is automatically a long long int
. The warning relates to the fact that the behaviour differs between C90 and C99.
The solution is to force type agreement between the literal and the variable type by using an appropriate type suffix. In this case:
long long num = 4014109449LL ;
or use a type cast:
long long num = (long long)4014109449 ;
Similarly the expression 1000000 * 1000000
is a multiply of two int
types and has an int
result, but causes an overflow - there is no automatic promotion to a larger type for int
expressions. The solution is again to be explicit about the type of the literal:
long long num = 1000000LL * 1000000LL;
or you can also use a type cast on one or both operands.
long long num = (long long)1000000 * 1000000;
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