It is likely that at school, or at any educational level, these doubts have arisen: How to know what the multiple numbers are? Which are the **multiples of 2 up to 100**? How to get them without making mistakes? If any of these instances has happened to you, continue reading and get to know these data one by one and how to avoid errors.

The doubt of what the multiples and divisors are has always been and is one of the most frequent errors during the school stage. However, it is easy to determine them. In this opportunity, we will talk about the **multiples of 2 up to 100 **that, although they seem the simplest to determine, for some people it is not.

And it is that mathematics has always been a confusing subject throughout history, whether in primary school, secondary school and even in university. There are those who understand her from the first moment and others who consider her the worst enemy of their careers and require extra support to understand her. They don’t always succeed though.

This is because for these types of questions you cannot study by heart. Although there are formulas, it is necessary to fully understand the problem in order to know how to solve it. Knowing the formulas will not be enough to be considered good at this exact science.

The case that concerns us in this article, that is,** multiples of 2 from 1 to 100**, it may remind you of primary school but, although it may not seem like it, it generates confusion in more than one. Although it is simple once you understand how to calculate them, they have caused more than one headache and we do not want that to happen to you too.

Therefore, we believe that, before talking about the **multiples of 2 up to 100**one by one, it is necessary to clarify what multiple numbers are so that you can know what they are about and be able to calculate those of all the numbers you need, and not just 2. Let’s learn a little more.

## Multiple numbers: What are they?

Although this article refers to the **multiples of 2 up to 100,** Before knowing what these are, it is necessary to understand what is meant when talking about this type of figures.

The **multiples of a number are all those possible figures that arise from multiplying the number of which you want to obtain the multiples,** in this case the 2, **for the natural numbers**.

To make things even easier, it is necessary to clarify that the **Natural numbers are those that are used to count elements.**that is, those that are not divided **they do not have decimals**. Example: 1, 2,3, 4, 5, 6, 7, 8, 9 and 10.

For this same reason, given that the natural numbers are infinite, the multiples will also be, since there are infinite figures to multiply, that is why we will only talk about the **multiples of 2 up to 100.**

This same formula applies to any case for which you want to know a multiple. That is, if a person wants to know the multiples of 11, multiplying it by the natural numbers will obtain the multiples of it. For example 11×3= 33. So 33 is a multiple of 11.

You can also find a random number and divide it by the figure in question that you want to obtain the multiple of. If the division by this number results in a number without decimals, it will be a multiple, otherwise it will not.

For example, 132/11= 12. 132 is a multiple of 11 since dividing it by that number gives a specific number. The multiples of eleven will then be 0, 11, 22, 33, 44, 55, 66, 77, 88, 99, 110, to name a few.

Another case is if you want to know the multiples of 30. The procedure is the same, or multiply by the natural numbers or divide by 30 and give a number without decimals. For example. 120 /30= 4. It gives as a result an integer, which at the same time if it is multiplied by a natural number, that is to say that 30×4=120, gives a number without a decimal and ending in 0, requirement of the multiples of 30.

So the multiples of 30 will be: 60, 90, 120, 150, 180, 210, 240, 270, 300 and so on.

It is necessary to take into account that some numbers are multiples of several numbers at the same time. For example, there are common multiples for the numbers 3 and 4 such as: 0, 12, 24, 36, 48, 60, to mention just a few.

## How to calculate the multiples of 2?

Now, understanding what multiple numbers are and how they are calculated in general, how do you know what the multiples are? **multiples of 2 up to 100**?

To find out if a number is **multiple of 2**the best way is to divide the number by that figure and if the module is 0 (that is, it does not give decimals) it will be divisible by 2, which implies that it is a multiple.

Another even simpler way to know if it is** multiple of 2 **is to determine if the number is even or odd. In case it is even, yes it is.

Example: 4 / 2= 2. Four is an even number that is divisible by two, since it gives a number without decimals, therefore it is **multiple of 2**.

50 / 2 = 25. Fifty is an even number, which can be divided by two to give a number with no decimals as well. We know then that if we add 25 times the number 2 we will reach 50. It can then be said that 50 is from the group of multiples of 2 from 1 to 100.

Another way, as seen above, is to multiply the number in question, in this case 2, by the natural numbers. For example:

2×1= 1

2×2= 4

2×3= 6

2×4= 8

2×5= 10

2×6= 12

2×7= 14

2×8= 16

2×9= 18

2×10= 20

2×11= 22

2×12= 24

2×13= 26

And it could go on like this infinite times. For this reason, these are not the only examples of the **multiples of 2 from 1 to 100**.

### Multiples of 2: from 1 to 100

Now yes, now that you know how to perform the calculations of the multiples at a general level, we will go to those that concern us in this article and that is to know the numbers **multiples of 2**or rather the **multiples of 2 from 1 to 100**Otherwise the list would be endless.

The **multiples of 2 up to 100** are: 0, 2,4, 6, 8, 10, 12, 14, 16, 18, 20, 22, 24, 26, 28, 30, 32, 34, 36, 38, 40, 42, 44, 46, 48, 50, 52, 54, 56, 58, 60, 62, 64, 66, 68, 70, 72, 74, 76, 78, 80, 82, 84, 86, 88, 90, 92, 94, 96, 98 and 100.

And so, continuing with the logic, you could go on untold amounts of times because, as said before, the numbers are infinite and therefore the **multiples of 2** in this case they are too.

### Submultiples of 2

Probably if you were working with the **multiples of 2**, have you ever heard or been asked about submultiples. But what are these? **An integer is a submultiple, in this case of 2, only if 2 is a multiple of this number. **Taking this into account, the submultiples of 2 are just 1 and 2.

Now you can even make games with the **multiples of 2, from 1 to 100**, or even the number that you like the most. The possibilities are many, so you will never get bored, we assure you of that.

Likewise, you will be able to calculate with the formula that we provide in this article, the multiples of any number that you need, quickly and without margin for error, which will avoid great headaches, nerves, and mistakes when rendering. The times when you were embarrassed will be in the past.

We hope this information has been useful to you and you can solve any doubts you have not only about the multiples and submultiples of 2, but also that you can calculate any that occurs to you or that you require.

In any case, remember that all is not lost and that if you still have doubts, you can consult with extra support, so that they can solve your doubts. The important thing in the exact sciences is that nothing is from memory, but the key is to understand the issues from logic.

#### You already know the numbers that are multiples of 2 up to 100. Was the article useful to you? Have you been able to clarify your doubts? What other multiple did you need to figure out? Would you like another article on multiples?

**Source: ABC Modern Mathematics.**