"Place Value Chart Template"

ADVERTISEMENT
ADVERTISEMENT

Download "Place Value Chart Template"

210 times
Rate (4.8 / 5) 12 votes
Place Value Chart
@ apollo
1
1
1
1,000,000s
100,000s
10,000s
100s
10s
1s
1,000s
10
100
1000
Hundreds
Tens of
Millions
Thousands
Hundreds
Tens
Units
Tenths
Hundredths
Thousandths
of
Thousands
Thousands
The decimal point is the ‘full stop’ for the end of the whole numbers. Everything to the right of the decimal point is worth less than 1.
We have a base ten system, which means that our number system uses 10 digits ( 0,1,2,3,4,5,6,7,8,9 ) It also means that when we move
from one column to the next we either:
x by 10 (moving to the left), or q 10 (moving to the right)
The pesky 0 is used to hold the place value. i.e. would you rather have $59 in the bank or $50,009 ?
1,879,201.45
To read large numbers, start at where the decimal point would be, then count left and add a comma every three spaces. i.e
1 , ( 8 7 9 ) , ( 2 0 1 ) . 4 5
When you reach the comma, say the corresponding word and read the numbers in groups of three. The decimal is named by the column
which contains the last digit to the right.
1 , ( 8 7 9 ) , ( 2 0 1 ) . 4 5
one million, eight hundred and seventy-nine thousand, two hundred and one and forty five hundredths
Place Value Chart
@ apollo
1
1
1
1,000,000s
100,000s
10,000s
100s
10s
1s
1,000s
10
100
1000
Hundreds
Tens of
Millions
Thousands
Hundreds
Tens
Units
Tenths
Hundredths
Thousandths
of
Thousands
Thousands
The decimal point is the ‘full stop’ for the end of the whole numbers. Everything to the right of the decimal point is worth less than 1.
We have a base ten system, which means that our number system uses 10 digits ( 0,1,2,3,4,5,6,7,8,9 ) It also means that when we move
from one column to the next we either:
x by 10 (moving to the left), or q 10 (moving to the right)
The pesky 0 is used to hold the place value. i.e. would you rather have $59 in the bank or $50,009 ?
1,879,201.45
To read large numbers, start at where the decimal point would be, then count left and add a comma every three spaces. i.e
1 , ( 8 7 9 ) , ( 2 0 1 ) . 4 5
When you reach the comma, say the corresponding word and read the numbers in groups of three. The decimal is named by the column
which contains the last digit to the right.
1 , ( 8 7 9 ) , ( 2 0 1 ) . 4 5
one million, eight hundred and seventy-nine thousand, two hundred and one and forty five hundredths