Yes.
The signed integer range extends only from negative infinity to positive infinity. You have to make up your own names and symbols for whole numbers that are not included in that range.
Signed integer is any integer that carries negative sign while unsigned integer is any integer that carries positive sign
0 - 65535
The range, usually of a function, is the set of value that the function can take. The integral range is a subset of the range consisting of integer values that the function can take.
Type size of an unsigned integer is compiler specific. Most compilers will provide 4 bytes, but the size can range from 2 to 8, or (again) whatever the implementation provides. Note: 1. Maximum value: UINT_MAX (in limits.h) 2. Size in bytes: sizeof (unsigned)
Yes.
The signed integer range extends only from negative infinity to positive infinity. You have to make up your own names and symbols for whole numbers that are not included in that range.
Signed integer is any integer that carries negative sign while unsigned integer is any integer that carries positive sign
The problem must have given you a list of several whole numbers. The integer range is the difference in size (distance) between the biggest one and the smallest one.
0-7
Bits administrator
-128 to 127
0 - 65535
4
The denominator for any integer in that range is 1.
Array bounds checks are implemented in C++ just as they are in C. Static arrays are always bounds-checked at compile time but dynamic arrays must be bounds-checked at runtime, placing the onus upon the programmer to ensure all bounds are within range. Often, dynamic array bounds checks are completely unnecessary and would simply add a processing overhead that would only result in inefficient code, thus it is not implemented by default at runtime. The programmer is therefore free to use bounds checks only when it is absolutely necessary.