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Having problems with reading a file and significant digits.

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#include <stdio.h>
#include <stdlib.h>
#include <string.h>

#define MAX 10001



struct integer
{
 	int* digits;
	int size;
 };

struct integer* add(struct integer* one, struct integer *two);
void print(struct integer* number);
void print_op(struct integer* op1, struct integer* op2,struct integer* tempwer,char op);
struct integer* convert_integer(char* word);
void free_struct(struct integer* thisint);
struct integer* multiply(struct integer *p, struct integer *q);

int main()
{

	FILE* ifp = fopen("bigint.txt", "r");

	int loop, numcases;
    	fscanf(ifp, "%d", &numcases);

	// Go through each case.
    	for (loop=1; loop<=numcases; loop++)
	{

        		// Read in both operands.
        		char op1[MAX];
        		char op2[MAX];
        		fscanf(ifp, "%s%s", op1, op2);

        		// Convert and compute.
        		struct integer* first = convert_integer(op1);
        		struct integer* second = convert_integer(op2);
        		struct integer* ans = multiply(first, second);

		printf("Problem #%d: ", loop);
        		print_op(first, second, ans, '*');
        		printf("\n");

		// After we output, we don't need these any more.
        		free_struct(first);
        		free_struct(second);
        		free_struct(ans);
	}
	return 0;
}

/* Pre-conditions: Both one and two are not NULL pointers that point to linked lists structures that store non-negative digits at each node.
   Post-conditions: A pointer to a linked list will be returned. The linked list will store the value of the sum of the two integers represented by the linked lists passed into the function. */

struct integer* add(struct integer* one, struct integer *two)
{

	struct integer *ans;
    	int digit1 = 0, digit2 = 0, carry = 0, result, i;

	ans = (struct integer *)malloc(sizeof(struct integer));

	//allocate space for the larger of the 2 arrays
    	if(one->size>two->size)
        		ans->size=one->size;
    	else
        		ans->size=two->size;

	ans->digits=(int*)(malloc(sizeof(int)*ans->size));

    	for(i=0;i<ans->size;i++)
	{
        		// Determine digit to add from first operand.
        		if (i<one -> size)
            			digit1 = one -> digits[i];
        		else
           			digit1 = 0;

        		// Determine digit to add from second operand.
        		if (i<two -> size)
            			digit2 = two -> digits[i];
        		else
            			digit2 = 0;

        		// Compute correct addition digit and carry.
        		result = (digit1 + digit2 + carry)%10;
        		carry = (digit1 + digit2 + carry)/10;

        		// Store result in the appropriate linked list.
        		ans -> digits[i] = result;

    	}


	// Take care of the most significant digit if there is a carry.
    	if (carry != 0)
	{

/* copy off the whole array into a new one of size+1 and free the old one in case       of carry */
        		ans->size+=1;
        		ans->digits = (int *)realloc(ans->digits, sizeof(int)*ans->size);
        		ans->digits[ans->size-1] = carry;
    	}

    	// Return the ptr. to the added result.
    	return ans;
}

/* Precondition: number points to a not NULL linked list that contains only single digits stored at each node.
    Postcondition: The integer represented by the linked list pointed to by number will be printed out. */

void print(struct integer* number)
{

	int i;
	if (number != NULL)
	{

        		// Loop through in backwards order, since number is stored reversed.
        		for(i=number->size-1;i>=0;i--)
		{
            			printf("%d",number->digits[i]);
        		}
    	}

}

/* Precondition: op1 and op2 point to valid linked lists storing integers, operator is a valid integer operator, and tempwer is the value of applying the first operation to the second.
    Postcondition: The arithmetic operation desired (op1 operator op2) will be printed to the screen in a reasonable manner. */

void print_op(struct integer* op1, struct integer* op2,struct integer* tempwer,char op)
{

	print(op1);
    	printf(" %c ", op);
    	print(op2);
    	printf(" = ");
    	print(tempwer);
}


/* Preconditions: the first parameter is a pointer to a pointer variable that points to struct integer.   The function skips leading blanks and assumes that no leading zeros are entered at the input.
    Postconditions: The function will read the digits of the large integer character by character,     convert them into integers and place them in nodes of a linked list. The pointer to the head of the list is returned as the value of the input parameter. */

struct integer* convert_integer(char* word)
{

	int i;

	struct integer *ans=(struct integer *)(malloc(sizeof(struct integer)));
    	ans->size=0;
    	if(word==NULL)
		 ans->digits=NULL;

    	else
	{

        		// Allocate space for each of the digits.
        		ans->size = strlen(word);
        		ans->digits=(int *)(malloc(sizeof(int)*ans->size));

        		// Store them in reverse order.
        		for(i=0;i< ans->size;i++)
            		ans->digits[ans->size-i-1]=word[i] - '0';

    	}
	//if word not NULL

	return ans;
}

/* Preconditions: p and q are pointers to struct integers.
    Postconditions: A new struct integer is created that stores the product of the integers
                              pointed to by p and q and a pointer to it is returned. */

struct integer* multiply(struct integer *p, struct integer *q)
{

	struct integer *temp;
    	struct integer *ans;

    	int digit1 = 0, digit2 = 0, carry = 0, index=0, front=0, result, i, j, pos, preSize;

    	temp = (struct integer *)calloc(sizeof(struct integer),1);
    	ans = (struct integer *)calloc(sizeof(struct integer),1);


    	//allocate space for the larger of the 2 arrays
    	//Whichever array is larger will be the starting size of the tempwer array.
    	if(q->size>p->size)
        		temp->size = q->size;

    	else
        		temp->size = p->size;


    		temp->digits=(int*)(calloc(sizeof(int)*temp->size,1));


    		//use a double for loop, one for the top number and one for bottom.
    		for(i=0; i<q->size; i++)
{

        			//Make the starting size the size of the biggest number.
        			if(q->size>p->size)
            			temp->size = q->size;

        			else
           				 temp->size = p->size;


        			temp->digits=(int*)(calloc(sizeof(int)*temp->size,1));

        			if (i < q->size)
            			digit1 = q->digits[i];
        			else
            			digit1 = 0;




        			//Bottom part of the multiplication.
        			for(j=0; j<p->size; j++)
{

          				  // Determine digit to add from first operand.
            			     if (j < p->size)
                				digit2 = p->digits[j];
            			     else
                				digit2 = 0;

            			// Compute correct multiplication digit and carry.
            			//gives last digit
           				 result = (digit1 * digit2 + carry)%10;
            			//drops last digit
            			carry = (digit1 * digit2 + carry)/10;

            			// Store result in the appropriate linked list.
            			temp -> digits[j] = result;

        		}

        		//Add a zero to the end of the next number (like multiplying by hand.
       		 if(i>0)
{

           			 temp->size += i;
            		temp->digits = (int *)(realloc(temp->digits, sizeof(int)*temp->size));


            		for(j=temp->size; j>0; j--)
{

                			if((j-1-i)<0)
                    				break;
                			//Shift everthing over by 1.
                			else
                    				temp->digits[j-1]=temp->digits[j-1-i];

            		}
            		//Make the new number zero.
            		for(j=1; j<=i; j++)
                			temp -> digits[j-1] = 0;

         }


        //If there is a carry insert it in front of the number.
        if (carry != 0)
       {

        	temp->size += 1;
            	temp->digits = (int *)(realloc(temp->digits, sizeof(int)*temp->size));
            	temp->digits[temp->size-1]=0;

            	//Find the front of the number.
            	for(j=temp->size; j>0; j--)
		{

                		if(temp->digits[j-1] != 0)
			{

		                    	front = j;
                    			 break;
                		}
            	}

            	//Insert it.
            	if(result == 0)
                		temp->digits[front+1] = carry;
            	else
                		temp->digits[front] = carry;

            	carry = 0;

        }


       //Delete any leading zeros.
       if(temp->size != 1)
	{

        		for(j=temp->size; j>0; j--)
		{

            			//Finds where the zeros end.
            			if(temp->digits[j-1] != 0)
				{
                				pos =j;
                				break;
            			}

            			//Counts the zeros.
            			if(temp->digits[j-1] == 0)
                				index++;

            	}

        		//If they are all zeros then make the temp number 0 of size 1.
        		if(index==temp->size)
		{
            			pos=1;
            			temp->size = temp->size-(temp->size-pos);
            			temp->digits = (int *)realloc(temp->digits, sizeof(int)*temp->size);
        		}
        		//If not then reallocate with the extra zeros removed.
        		else
		{
            			temp->size = temp->size-(temp->size-pos);
            			temp->digits = (int *)realloc(temp->digits, sizeof(int)*temp->size);
        		}

        		index=0;

    	}


        	//If this is the first time saving the answer the allocate memory for it.
        	if(i==0)
	{
            		ans->size = temp->size;
            		ans->digits=(int*)(calloc(sizeof(int)*temp->size,1));
        	}

        	//Add the temp number to the total (ans).
        	ans = add(temp, ans);

        	//Clear temp.
        	for(j=0; j<temp->size; j++)
            		temp->digits[j]=0;


    }
    //for on top


    free_struct(temp);

    return ans;
}

// Frees the memory for the struct pointed to by thisint.
void free_struct(struct integer* thisint)
{
 	free(thisint->digits);
 	free(thisint);
}


\\a.txt
\\----------
\\Output Code: 0
\\Matched Answer: True
\\Your Output:
\\Problem #1: 1 * 5 = 5
\\Problem #2: 10 * 20 = 200
\\--------------------
\\b.txt
\\----------
\\Output Code: 0
\\Matched Answer: False
\\Your Output:
\\Problem #1: 30 * 40 = 1200
\\Problem #2: 500 * 600 = 30
\\--------------------

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