Meet Alex, a young mathematician who loves playing with numbers. One day, while going through his math homework, he stumbled upon a fascinating problem. The problem intrigued him because it combined his passion for mathematics and problem-solving.The problem involved finding a specific type of number - one where the hundreds place digit is equal to the product of the tens and ones place digits. In other words, if he had a number like 326, the hundreds place digit (3) must be equal to the product of the tens and ones place digits (3 * 2 = 6).Alex's task was to find the minimum next number that satisfied this peculiar condition. This challenge piqued his curiosity, and he was determined to crack it.He decided to create a Program to solve the problem. Here's how he went about it:Input Format:Single line Contains IntegerOutput Format:Single line IntegerSamplie Input:326Sample Output:326Constraints:100<=N<=919 Write You

There is a three-digit number. The second digit is four times as big as the third digit, while the first digit is three less than the second digit. What is the number?

How many three digit numbers can be formed using the digits 1,2,3,4,5,6,7 and 8 without repeating the digits and such that the tens digit is greater than the hundreds digit and less than the units digit?A48B56C64D72

The smallest two-digit number that is not the sum of three different one-digit numbers is

A three-digit number has all digits nonzero. These digits are multiplied together and then this product is subtracted from the original number.What is the largest possible value of this difference?

For a 4-digit number, the sum of its digits in the thousands, hundreds and tens places is 14, the sum of its digits in the hundreds, tens, and units places is 15, and the tens place digit is 4 more than the units place digit. Then the highest possible 4-digit number satisfying the above conditions is