Cardinal Numbers

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Cardinal numbers are basically those numbers which provide us the exact quantity of an object, meaning how many of something such as five, seven, eight, ten etc. Simply to say, cardinal numbers answer “How many?”

For example: The given picture shows 4 oranges in a basket. Hence, 4 or ‘four’ here represents a cardinal number.

Cardinal numbers can’t avoid being numbers that are used for counting. They are generally called ordinary numbers or cardinals. A lot of cardinal numbers starts from 1 and it proceeds up to boundlessness. We use cardinal numbers to react to the request “what number of?” For example, what number of understudies are going to the school barbecue? The reaction could be any number like 20, 23, 30, etc. Thus, this large number of numbers come in the class of cardinal numbers. In this article, we will examine the universe of cardinal numbers and fathom the qualification among cardinal and ordinal numbers.

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Next, for instance, tell us the cardinal number for the given below image. In the image, you can find 16 coins , thus the cardinal number here is 16.

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Ordinal Numbers

Ordinal numbers meaning states that the numbers which provide us with the exact position of an object are known as the ordinal numbers. Ordinal numbers notifies the position of an object instead of their quantity.

For Example:

The picture below depicts different floors in a building. We typically use ordinal numbers to describe their position.

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The numbers 1st, 2nd, 3rd, 4th, 5th, 6th, 7th, 8th, 9th, and 10th explain the position of different floors in the building. Thus, all of them are ordinal numbers.

Difference Between Cardinal And Ordinal Numbers

There is a clear difference between cardinal and ordinal and that you will get the complete idea about from the following:-

Difference Between Cardinal Numbers Examples And Ordinal Numbers Examples

Cardinal number here in this example is 4 that represents the total number of cars. However, if we want to talk about the position of the yellow car, then the ordinal number is 3rd.

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Comparison Chart: Cardinal Numbers v/s Ordinal Numbers

Below is a comparison chart depicting cardinal and ordinal numbers 1 to 20. It is as below:

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Approaches of Measure Utility?

There are basically two approaches to measuring utility, details of which are provided below:

a) Cardinal Utility.

b) Ordinal Utility.

However, remember that these two demand analysis approaches are not in competition with each other, but during the assessment of consumer behavior, they depict two levels of sophistication. Both cardinal and ordinal utility are crucial to evaluate and analyze consumer demand for a commodity, regardless of the purpose.

Limitations of Cardinal Utility

The concept of cardinal utility is essentially used for a single commodity where utility of a single commodity is regarded independent of the other commodities.

Numbers Larger than 20

Using a hyphen between compound numbers.

Numbers Larger Than 100

Using a hyphen between compound numbers and the word or either the Definite Article a or one for 100.

Numbers Larger Than 1,000

Using a hyphen between compound numbers and the word or either the definite article a or one for 1000.

Separate three digits using a comma (,) → 20,000.

The Number 0 (Zero)

There are many different terms that are used for the number 0.

What are Cardinal Numbers?

A Cardinal Number depicts or addresses the quantity of something that is accessible. Model 2 apples, 5 blooms, etc it assesses an article. It doesn’t have values as divisions or decimals. Cardinal numbers are counting numbers, they help to count the amount of things. We ought to analyze cardinal numbers models. Ana needs to count the amount of people staying in a line at a charging counter. Would you have the option to help her? Ana started to count using Natural numbers.

Ana counted 1, 2, 3, 4, and 5. There are 5 people staying in a line at the charging counter. Counting numbers are cardinal numbers! As of now, let’s consider another model, Noah kept eight apples in a container. The number eight methods the quantity of apples are there in the canister, paying little heed to their solicitation.

Examples of cardinal numbers are 1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, and so on The smallest Cardinal number is 1 as 0 isn’t used for counting, so it’s everything except a cardinal number.

Contrast between Cardinal and Ordinal Numbers

• All of the standard numbers are also suggested as cardinal numbers. 

• Cardinal numbers are used for counting. While an ordinal number is a number that shows the position or spot of an article. 

• Model: first, second, third, fourth, fifth, etc. Ordinal numbers are used for situating. 

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