800000 in Words

Introduction

We can write 800000 as "eight lakh" in the Indian Number system and "eight hundred thousand" in the International Number System. If you have collected 800000 candies, you can write or say, "I have just collected eight lakh or eight hundred thousand candies," or if you want to denote 800000 as the number of products manufactured by a company in a year, you would say, "Each year, they produce 8 lakh products." 800000 is a cardinal number to represent a countable quantity, and we can write the name of the number using the ones, tens, hundreds, thousands, and ten thousands places of a number.

Place Value Chart for 800000

The place value chart for 800000 is

According to the chart, there are

• Lakhs = 8

• Ten thousands = 0

• Thousands = 0

• Hundreds =0

• Tens =0

• Ones = 0

How to Write 800000 in Words?

Following the place value chart, we can name the numbers along with their place value. As a result, the digit in one's place is 0, the digit in ten's place is 0, the digit in hundreds' place is 0, the digit in thousand and ten thousand places is 0, and the digit in lakh's place is eight. Therefore, in words, 800000 is written as "eight lakh."

In expanded form, we write 800000 as:

\begin{aligned}

&8 \times \text {lakh}+0 \times { Ten Thousand }+0 \times \text { Thousand }+0 \times \text { Hundred }+0 \times \text { Ten }+0 \times \text { One } \\

&=8 \times 1,00,000+0 \times10000 +0\times 1000+0 \times 100+0 \times 10+0 \times 1 \\

&=8,00,000+0+0+0+0+0 \\

&=800000 \\

&=\text {Eight Lakh. }

\end{aligned}

Examples

Example 1:

Find the value of 400000 + 400000. Describe the value in words.

Solution:

\begin{aligned}

&{Given} = 400000+400000\\

&=400000+400000 \\

&=800000 \\

&=\text {Eight Lakh. }

\end{aligned}

Example 2:

What is the sum of three lakh and five lakh?

Solution:

Three lakh = 300000

Five lakh = 500000

\begin{aligned}

&=300000+500000\\

&=800000 \\

&=\text {Eight Lakh. }

\end{aligned}

Important Definitions

1. Cardinal number: Cardinal numbers are sets of numbers that are used while defining shape, size or quantity of a set.

2. Even number: Numbers that can be completely divided by 2 are called an even number, for example 2,4,6,8 and a number ending with a 0.

3. Square Root: The square root of a number is the factor that we can multiply by itself to get that number, for example three times three is nine.

4. Composite Number: A composite number is a natural number\positive integer which has more than two factors.

5. Odd number: Numbers that are not divisible by 2 are called odd numbers, for example 3,5,7,9 etc.

6. Perfect Square: A perfect square is a number that can be expressed as the product of an integer, for example 49 is a perfect square of 7.

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