write each of the following in figures in the international place value chart
Answers
Answer
Place Value
Place Value Chart
In Mathematics, place value charts help us to make sure that the digits are in the correct places. To identify the positional values of numbers accurately, first, write the digits in the place value chart, and then write the numbers in the usual and the standard form. Here, we are provided with the place value chart of the Indian System for the reference. Go through this chart, and find the place value of the given number.
Place Value Chart For Indian System
Here, the Indian System of place value chart is given below.
Place Value Chart For Indian System
Crores
Lakhs Thousands
Ones
Ten Crores
(TC)
(10, 00,00,000)
Crores (C)
(1, 00,00,000)
Ten Lakhs (TL)
(10,00,000)
Lakhs
(L)
(1,00,000)
Ten- Thousands (TTh)
(10,000)
Thousands (Th)
(1000)
Hundreds (H)
(100)
Tens
(T)
(10)
Ones
(O)
(1)
Place Value Chart For International System
Place Value Chart For International System
Millions
Thousands
Ones
Hundred- Millions
(HM)
(100, 000,000)
Ten-Millions(TM)
(10, 000,000)
Millions
(1,000,000)
Hundred -Thousands (HTh)
100,000)
Ten- Thousands (TTh)
(10,000)
Thousands (Th)
(1000)
Hundreds (H)
(100)
Tens
(T)
(10)
Ones
(O)
(1)
Comparison Between Indian and International System
In both the systems, 5-digit numbers are read in the same way. Here, we will have a look at the comparison of how to read the numbers in both the Indian and International system.
No. of. Digits
Indian System
International System
6-Digit Numbers
1 Lakh
100 Thousand
7-Digit Numbers
10 Lakhs
1 Million
8-Digit Numbers
1 Crore
10 Million
9-Digit Numbers
10 Crores
100 Million
Place Value for Decimals
Hundred
Thousands Ten
Thousands Thousands Hundreds Tens Ones . Ones Tenths Hundredths
Place value tells you how much each digit stands for
Use a hyphen when you use words to write 2-digit numbers greater than 20 that have a digit other than zero in the one’s place.
A place-value chart tells you how many hundreds, tens, and ones to use.
Number Place Value Value of digit
5 67,891,234 Units / Ones 4
5 67,891,234 Tens 30
5 67,891,234 Hundreds 200
5 67,891,234 Thousands 1,000
5 67,891,234 Ten thousand 90,000
5 67,891,234 Hundred thousand 800,000
5 67,891,234 Millions 7,000,000
5 67,891,234 Ten million 60,000,000
Zeros may stand for nothing, but that doesn’t mean you can leave them out. They keep other digits in the correct places.
Thousands Hundreds Tens Ones
2 0 4 0
Think: 2 thousand + 0 hundred + 4 tens + 0 ones
Write: 2,040
Say: Two thousand Forty
Also, read:
Introduction To Large Numbers
Natural Numbers And Whole Numbers
Number Patterns Whole Numbers
Face Value in Maths
Face value of a digit is the value of the digit itself, in a number. Whether the number is single-digit, double-digit, or three-digit or any number, each digit has its face value. Let us understand with the help of examples.
For number 2, 2 is the face value.
For number 89, the face value of 8 and 9 are 8 and 9 respectively.
For 52369, the face value of 3 is 3.
Place Value and Face Value
As we have already discussed the definition of both place value and face value, let us discuss the difference between them. From the definition, we know place value states the position of a digit in a given number, whereas face value describes the value of the digit.
Let us take an example of a number say, 2456. Check the table below to understand the difference.
Digits
Place Value Face Value
2
Thousands
2
4
Hundreds
4
5
Tens
5
6 Units or ones
6
Place Value Through The Millions
Millions Period Thousands Period One’s Period
The digits in large numbers are in groups of three places. The groups are called periods. Commas are usually used to separate the periods.
Let us take an example of a number, 71502700. Check the position of each digit in the given table below.
Hundred Millions Ten Millions Millions Hundred Thousands Ten Thousands Thousands Hundreds Tens Ones
7 1 5 0 2 7 0 0
Place Value Examples
Example 1:
Write the number 27349811 in the International place value system. Also, write it with commas and in words.
Solution:
MILLION THOUSANDS ONES
T.M M H.Th T.Th Th H T O
2 7 3 4 9 8 1 1
With commas – 27,349,811
In words – Twenty-seven million three hundred forty-nine thousand eight hundred eleven.
Example 2:
In the number 783425, write the digit that is in –
(a) hundreds place (b) hundred thousands place
(c) ten thousands place (d) Ones place
Solution:
(a) A number in hundreds place is 4
(b) A number in hundred thousands place is 7
(c) A number in ten thousands place is 8
(d) A number in One’s place is 5
53,76,821 with commas 41 points