Manual Calculation:
Probability of single bit fall in 30% area is 30/100
Probability of all 5 bit fall in 30% area is (30/100)^5=0.00243
By computer simulation the output is is 0.002483
Programming:
Since there is nothing mentioned in the question, I am using C++ programming language for code development.
#include<iostream>
//Header file inclusion
#include<stdlib.h>
//Header file inclusion
using namespace
std;
//Namespace std definition
void
calculate_problem()
//Calculate function with return type void
{
//We can assume that there are 100 bit in vector and 30 are filled
as 30% is full
// we will choose 5 numbers/bits from the range 1 to 100.
//We need to find how many times all five bits or numbers are less
that 30 for a very big number of trials
int
i=0,hit=0;
//Variable declaration
double
prob=0;
//Variable declaration
while(i<1000000)
//Number of trials are 1000000
{
int r1=rand()%100+1;
int r2=rand()%100+1;
int r3=rand()%100+1;
int r4=rand()%100+1;
int r5=rand()%100+1;
if(r1 <=30 && r2 <=30 && r3<=30 &&
r4<=30 && r5<=30) //Condition
checking
{
hit++;
//Post increment of hit
}
i++;
//Post increment of variable i
}
prob=(double)hit/1000000;
cout<<"Probability of falling in 30% area is
"<<prob;
//Printing the probability
}
int
main()
//Main function with return type integer
{
calculate_problem();
//Calling the calculate function
return
1;
//Returning the value
}
OUTPUT:
I have run the program in online C++ compiler and the screenshot is attached.

Hope this helps.
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