Not only a school computer science course requires knowledge of how many kilobytes are in megabytes. Modern conditions confuse ordinary Internet users with this simple question. Knowing the answer to it, one can say, for example, how many pieces of music can be placed on a specific removable medium. So let's see how many bytes are in megabytes.
Initially, the unit of all computer calculus was a bit. After the volumes of information began to grow, the number of spent memory cells began to increase. It just so happened that 1 Byte = 8 bits. For certain reasons, you just need to remember this. Further, for people who know math or physics, it will be a little clearer. The word "kilobyte" was formed using the prefix, which, in turn, means 10 ^ 3. From this we get that 1 kb = 1024 bytes. Where the last two digits came from, it’s especially not worthwhile to delve into, since they are not of the greatest importance. So, we come close to the answer to the question of how many kilobytes in megabytes.
Let us again turn to the general knowledge that the science of Natural Sciences, which has been divided into several parts, combines in itself. She knows another prefix "Mega", which means 10 ^ 6 (or a million differently). That is, relative to the byte 1 MB = 1,000,000 b. This is the most common value to date, which characterizes the size of multiple files. However, it is worth saying that in the near future a relative transition to other amounts of occupied memory is possible, which will entail a transition to other consoles as the main ones. By the method of logic and a little natural knowledge we got how many bytes are in megabytes. There are about a million of them.
The time has come to address the main question, to the answer to which we smoothly approached. First a moment of math:
1 kb = 1024 b;
1 mb = 1,000,000 b;
1 mb = 1000 kb.
Now, using the mathematical method, an answer was given to the question of how many kilobytes in megabytes. As you can see, there is nothing special here. Ordinary calculations will help you in a difficult situation. In order not to be unfounded, let us consider an example of an ordinary school problem.
Suppose your disk has 200 MB free space. And you need to place text files of 700 Kb in size on it. Their number should tend to infinity (such is the condition), but it is limited in size. The question is simple: how many documents will you manage to save?
The solution is as follows. To begin with, you recall how many kilobytes are in megabytes. At this stage, the correct thought should come to mind that 1 Mb = 1024 Kb. Further you understand that at your disposal 200 * 1024 = 204800 Kb. This number is divided by file size. That is, n = [204800/700] = 292. The square brackets indicate the integer part of the number, since the file can be inserted only completely, without changing its size. The answer is the number n. This simple example only shows how, in practice, you can apply knowledge about how many megabytes are in megabytes.
Thus, you received the answer to the question posed earlier. It illustrates that there is nothing complicated in computers. Everything that is connected with them can be calculated using not the deepest knowledge.