One latest schools question and answer enquired students to assert what they presume is the most important important thing for a student to do if they wanted to score success. One which response stood out from the rest was practice. Persons who are definitely successful do not become successful by being born. They work hard and determination their lives to succeeding. This is how you can achieve your goals. following some question and answer examples that you could simply utilise to upgrade your knowledge and gain insight that will help you to maintain your school studies.

## Question:

Please Help! One natural number is 4 more than the other one. The product of the two numbers is three times the square of the smaller number. Find the numbers.

## Answer:

**Natural number** are those number that is used for the **purpose **of counting and ordering. The** two natural **numbers are **4 **and **6.**

### What are Natural numbers?

Natural **number **are those number that is used for the purpose of **counting **and **ordering**. It is denoted by** ‘N’. **

Let the** first numbe**r(bigger number) be ‘a’, and the **smaller number** be b.

As it is given that the first number is** 4 more than** the second number. Therefore, the equation can be written as,

a = b + 4

Now, it is given that the **product **of the two numbers is **three times** the **square **of the** smaller number.** Since, when we add four to b we get a, therefore, b is the smaller **number.** Therefore, the equation can be written as,

As the value of a = b+4, **substitute **the **value **of a,

Thus, the **value **of b is** 2.**

In **order **to get ‘a’** add 4 **to the value of b, therefore, the **value **of **a** is,

Hence, the **two natural numbers** are 4 and 6.

Learn more about **Natural numbers:**

From the answer and question examples above, hopefully, they can potentially guide the student handle the question they had been looking for and take notice of every single thing stated in the answer above. You could then have a discussion with your classmate and continue the school learning by studying the problem together with each other.