this is depend upon which processor we are using, 16 bit or 32 bit.
for 16 bit system:
int 2 bytes
short int 2 byte
long int 4 bytes
float 4 bytes
char 1 byte
double 8 bytes
in 32 bit system it takes just double space for int data type.
In stack
write a lex program to delete space from the program
The answer lies in difference in Object oriented and variable based technology. Object oriented technology has a lot of benefits. One of which is that it eliminates declaration of variables for every time usage. It means that disk space is saved as variables are declared only once and only object is created further which gets an instance of these variables. It makes logic to easy implement and understand. Its systematic way of implementing a problem statement.
When you declare a variable and it's data type in a function, it is stored in the specific space for memory allocated by the variable type identifier known as the "stack."
Its main use is to store local variables, arguments and return address each time a function is called.When your program calls a function the following happen :- The function arguments are put on the stack- The current instruction pointer is put on the stack- The program jumps to the start of the function- Space is allocated on the stack to hold local variables- The function executes- The space holding local variables is de-allocated- The instruction pointer is restored and removed from the stack (we are now leaving the function and resuming the calling procedure)- The arguments are removed from the stack
There can be linear equations with 1, 2, ... variables. Each of these is different since an equation with n variables belongs to n-dimensional space.
Given a linear function in n variables, you need to select values for (n-1) of the variables. Solve the resulting function for the nth variable. Then the ordered n-tuple represents the coordinates, in n-dimensional space, of a point that is on the linear function.Selecting different sets of (n-1) variables, and different values will result in different solutions. Together, these will from a line in n-dimensional space.
If there are two variables, you'll usually need two equations in the two variables, to be able to find a specific solution. How you write the equation depends on the specific problem. In general, it requires some practice, to be able to convert a word problem into mathematical equations.
computing space requirement
exaples of minium requirements for space, staff ratios are nessesary for childrens safety
exaples of minium requirements for space, staff ratios are nessesary for childrens safety
i think not possible to write in space
You have to know its social requirements its space requirements and nutritional needs.
In stack
sunlight,water,soil and space.. temperature
write something, leave a space, write something else.
An ordered pair or coordinates of a point in 2-dimensional space.