Answer:
The program in QBasic is as follows;
PRINT "Number: "
INPUT N
LET FACT = 1
FOR I = 1 TO N
FACT = FACT * I
NEXT I
PRINT FACT
END
Explanation:
This prompts user for number
PRINT "Number: "
This accepts input from the user
INPUT N
This initializes the factorial to 1
LET FACT = 1
This iterates through the number the user inputs and calculates its factorial
<em>FOR I = 1 TO N
</em>
<em> FACT = FACT * I
</em>
<em>NEXT I
</em>
This prints the factorial
PRINT FACT
The program ends here
END
Do You mean x= x / d ?....because there is no " \ " in math operations
Answer:
"Place" in the 4P's.
Explanation:
The 4C's marketing model was formulated in the year 1990 by Robert Lauterborn. The 4C's comprises of; Customer value, Cost, Convenience, and Communication. It is important to know that this marketing model is an improvement of the 4P's model.
Convenience implies that any product being marketed has to be made easily accessible to the customers. The location should also make it possible, that the product is easily seen by the customers.
Place was a concept in the 4P's model that sought to resolve the problem of where the product can be best distributed. The introduction of Convenience in the 4C's improved on it, and extended it to imply that there must be a high level of accessibility of the product.
Answers for edg:
1- speaking and listening
2- nonverbal communication
3. gestures often have multiple interpretations
4. interpreting body language and behavior
Explanation: hope this helped! i just did them and they were right :)
Explanation:
The program that merges two lists or two arrays is written below;
Code :
void main void
{
char [] arr1= {'1','2','3'};
char [] arr2= {'a','b','c','d','e'};
int l1= arr1.length;
int l2=arr2.length;
int l3=l1+l2;
char [] arr3=new char[l1+l2];
int i=0;
int j=0;
int k=0;
int m=0;
int r=0;
if(l1<l2)
r=l1;
else
r=l2;
while(m<r)
{
arr3[k++]=arr1[i++];
arr3[k++]=arr2[j++];
m++;
}
while(k<l3)
{
if(l1<l2)
arr3[k++]=arr2[j++];
else
arr3[k++]=arr1[i++];
}
for(int n=0;n<l3;n++)
{
System.out.print(arr3[n]+" ");
}
}