Comparison of Numbers –
Comparing numbers involves determining their relative magnitudes and order. Here are the main comparison operators used to compare numbers:
When comparing numbers, it's important to consider the context in which the comparison is being made. For example, when dealing with integers or real numbers, the standard comparison operators as mentioned above are used. However, when comparing numbers represented in different formats, such as scientific notation or floating-point representation in computers, additional considerations may be necessary due to potential precision issues.
In addition to simple comparisons between two numbers, you can also compare multiple numbers to find the minimum (smallest) or maximum (largest) value among them. This can be useful in various scenarios, such as finding the highest score in a set of exam results or identifying the lowest temperature in a dataset.
Overall, comparing numbers is a fundamental concept in mathematics and is extensively used in various fields, including computer programming, data analysis, and decision-making.
Other way of understanding -
Comparing numbers involves determining the relationship between different numerical values. There are several comparison operations used to express these relationships:
When comparing numbers, it's essential to use the appropriate comparison operator based on the context of the problem or the data being analyzed. These comparison operations are widely used in programming, mathematics, statistics, and everyday decision-making.
To compare between two numbers we need to find out smallest or biggest number then we have to put smaller than ( < ) sign or greater than ( > ) sign.
There are some example given below for your better understanding -
In below we can observe that, there are some group of numbers has given, now we have to find out the in between the given group which is smaller and which is bigger.
Below we will be discussing case by case, in the given group we will try to understand which number is bigger or smaller.
1) Here two number given, 15 & 37. Here 15 is previous number than 37, so 15 is smaller than 37. We can denote like = 15 < 37 (15 is smaller than 37) or 37 > 15 (37 is greater than 15).
2) Here two number given, 21 & 31. Here 21 is previous number than 31, so 21 is smaller than 31. We can denote like = 21 < 31 (21 is smaller than 31) or 31 > 21 (31 is greater than 21).
3) Here two number given, 85 & 54. Here 54 is previous number than 85, so 54 is smaller than 85. We can denote like = 54 < 85 (54 is smaller than 85) or 85 > 54 (85 is greater than 54).
4) Here two number given, 24 & 39. Here 24 is previous number than 39, so 24 is smaller than 39. We can denote like = 24 < 39 (24 is smaller than 39) or 39 > 24 (39 is greater than 24).
5) Here two number given, 27 & 41. Here 27 is previous number than 41, so 27 is smaller than 41. We can denote like = 27 < 41 (27 is smaller than 41) or 41 > 27 (41 is greater than 27).
6) Here two number given, 72 & 18. Here 18 is previous number than 72, so 18 is smaller than 72. We can denote like = 18 < 72 (18 is smaller than 72) or 72 > 18 (72 is greater than 18).
7) Here two number given, 30 & 12. Here 12 is previous number than 30, so 12 is smaller than 30. We can denote like = 12 < 30 (12 is smaller than 72) or 30 > 12 (30 is greater than 12).
8) Here two number given, 28 & 46. Here 28 is previous number than 46, so 28 is smaller than 46. We can denote like = 28 < 46 (28 is smaller than 46) or 46 > 28 (46 is greater than 28).