#include
#include
void main()
{
void mul(int n);
clrscr();
mul(5);//Number to print the Multiplication Table
getch();
}
void mul(int n)
{
int i;
for(i=1;i<=10;i++)
{
printf("%2d * %2d = %2d\n",n,i,n*i);
}
}
// example of 1..12x12 table for($i = 1; $i <= 12; $i++) { for($j = 1; $j <= 12; $j++) { print ($i * $j) ." "; } print "\n"; }
/****************************************** * C Program to print MultiplicationTable * * Author of the Program: M.JAYAKUMAR..* * Date 23 Nov 2006 * * ***************************************/ #include<stdio.h> main() { int i, p=1, table[10]; /* define integres and array */ /* *************************** * Output Formating Begins * ***************************/ for(i=0;i<61;i++) printf("#"); printf("\n# Program to print Multiplication table of any number"); printf("\n# NOTE: To exit type 0 \n"); for(i=0;i<61;i++) printf("#"); /* *************************** * Output Formating ENDS * ***************************/ while(p != 0) { printf("\nWhich table "); scanf("%d",&p); /* takes input from input */ for(i=0;i<10;i++) /* Fills the array */ { if(p==0) /* Stratagy to exit the program Benins */ { printf("Exiting\n"); break; } /* Stratagy to exit the program ends */ table[i]=i+1; /* Fills the array with numbers 1 - 10 */ printf("%2d x %2d = %2d\n", p, table[i], p * table[i]); } } }
#include#includevoid main(){ int a,i;printf("\nThe Multiplication table of 5 is:\n");for(i=1;i
int firstNumber,secondNumber for(firstNumber = min; firstNumber <= max; firstNumber++); { for(secondNumber = min; secondNumber <=max; secondNumber++); int result firstNumber * secondNumber; }
Use a counted for loop. On each iteration, multiply the control variable by 2 and print the result.
describe the pattern the square numbers make on the multiplication table
All numbers in the 2s column on the multiplication table end in the even numbers 2, 4, 6, 8, or 0.
Single digit numbers is not correct. Squares of numbers will appear odd number of times in a multiplication table: 1², 2², 3², 4², 5², 7², etc....
It is a table that shows the product of two integers. It usually goes from the numbers 1-12.
Any number that isn't on the list of products in an infinitely large multiplication table (excluding the 1s lines) is a prime.
I memorized the multiplication table in fourth grade.
The three times table and the one times table.
Multiplication problems can be solved by consulting a multiplication table. Large numbers can be multiplied using a technique called Long Multiplication. One can also use an electronic calculator.
1,4,9,25,36
The squares make a diagonal line.123456789101112112345678910111222468101214161820222433691215182124273033364481216202428323640444855101520253035404550556066121824303642485460667277142128354249566370778488162432404856647280889699182736455463728190991081010203040506070809010011012011112233445566778899110121132121224364860728496108120132144
http://www.mathsisfun.com/multiplication-table-bw.html this is a printable multiplication table. Multiplication doesn't change no matter what grade so just leave the chart as is.
/*mycfiles.wordpress.com Program to prepare Table of any no. using while loop*/ #include #include void main() { int n,t,count=1; clrscr(); printf("Enter any number\n\n"); scanf("%d",&n); while(count<=10) { t=n*count; printf("\n%d*%d=%d",n,count,t); count++; } getch(); }