Generally, the numbers in a series are arranged in a particular rhythm, which can be easily said to be the post after a position in the series. Before going to this puzzle, let us know the technique of solving two simple problems of mathematics. Let's say the ratio of two numbers (3: 1) and their minus 250. Now tell me how many numbers are? To solve this we will first see, the bigger number is 3, then the small number is 1. Or I can say, the bigger number is three times the small number. That means, if the small number is A, then the bigger number (3a). Since the sum of these is 250, then the equation will be (3a - a) = 250, or 2c = 250, a = 125. I got a small number. Then the bigger the number is three times = 3 × 125 = 375
See How to Find Out Another Simple Solution in Mathematics Suppose, the question is, find three numbers, whose product is 1716? Its simple solution is to find out the producers of the number. Since the number is wider, so divide by 2. 1716 = 2 × 858 = 2 × 4 × 429 = 2 × 2 × 3 × 143 = 2 × 2 × 3 × 11 × 13 Since 11th and 13th prime numbers, there is no more producer. Now it's very easy to find these numbers in three different ways. For example: a solution may be, 1716 = (2 × 2 × 3) × 11 × 13 = 12 × 11 × 13 More such solutions can be found.