A boy imagined a four-digit multiple of 5. He sat at his desk, the numbers swirling in his mind like a kaleidoscope. The challenge was simple yet intriguing: to find a number that ended in 5 and had four digits. It was a task that seemed straightforward, yet it held a sense of mystery and excitement, as if he were on a quest for a hidden treasure.
The boy’s curiosity was piqued, and he began to ponder the possibilities. He knew that a multiple of 5 must be divisible by 5, so the last digit had to be either 0 or 5. This narrowed down his options, but it still left a range of numbers to consider. He started with the smallest four-digit number, 1000, and checked if it was a multiple of 5. It wasn’t, so he moved on to the next number, 1005, and continued this process until he found a number that met his criteria.
As he worked through the numbers, the boy felt a sense of accomplishment each time he discovered a multiple of 5. He realized that finding these numbers was not as difficult as he had initially thought, but it still required patience and determination. He began to see patterns and connections between the numbers, and he started to wonder if there was a method to his madness.
Determined to uncover the secrets behind these numbers, the boy set out to find a pattern. He noticed that the multiples of 5 were evenly spaced, with each number being 5 more than the previous one. This observation led him to a revelation: if he started with the smallest four-digit multiple of 5, 1005, and added 5 repeatedly, he would eventually reach the largest four-digit multiple of 5, 9995.
The boy’s imagination was fueled by this discovery, and he spent hours exploring the world of four-digit multiples of 5. He even began to create a list of all the numbers he had found, arranging them in ascending order. As he worked, he felt a sense of pride and satisfaction, knowing that he had not only solved the initial challenge but also uncovered a deeper understanding of the properties of multiples of 5.
In the end, the boy’s journey through the world of four-digit multiples of 5 taught him valuable lessons about perseverance, curiosity, and the beauty of numbers. It was a reminder that even the simplest of tasks can lead to unexpected discoveries and a deeper appreciation for the wonders of mathematics.
