What are the first five multiples of 7? Multiples of 7 are numbers that can be divided evenly by 7 without leaving a remainder. To find the first five multiples of 7, we simply multiply 7 by the first five natural numbers. Let’s explore this concept further.
The first multiple of 7 is obtained by multiplying 7 by 1, which equals 7 itself. This is the smallest positive multiple of 7. The second multiple is found by multiplying 7 by 2, resulting in 14. The third multiple is 7 multiplied by 3, which equals 21. The fourth multiple is 7 multiplied by 4, giving us 28. Finally, the fifth multiple is 7 multiplied by 5, which equals 35.
These multiples can be visualized on a number line. Starting from 0, we can see that each subsequent multiple of 7 is 7 units apart. This pattern continues indefinitely, with the multiples of 7 increasing by 7 for each step. It’s important to note that there are no negative multiples of 7, as multiplying a negative number by 7 would result in a negative multiple.
Understanding multiples of 7 can be helpful in various mathematical and real-life scenarios. For example, when calculating percentages or finding the least common multiple (LCM) of two numbers, knowing the multiples of 7 can simplify the process. Additionally, multiples of 7 are commonly encountered in everyday situations, such as counting money or measuring distances.
In conclusion, the first five multiples of 7 are 7, 14, 21, 28, and 35. These numbers can be easily found by multiplying 7 by the first five natural numbers. Familiarizing ourselves with the multiples of 7 can enhance our mathematical skills and make everyday calculations more manageable.
