Answer:
The place value of each digit is 10 times the place value of left digit and 1/10 times of the place value of right digit.
Step-by-step explanation:
Consider the provided number, 9,999,999.
The Place values of each digit is shown below:
The place value of the First 9 from the right is Ones = 9×1=9
The place value of the second 9 from the right is Tens = 9×10=90
The place value of the third 9 from the right is Hundreds = 9×100=900
The place value of the fourth 9 from the right is Thousands = 9×1000=9,000
The place value of the fifth 9 from the right is Ten Thousands = 9×10,000=90,000
The place value of the sixth 9 from the right is Hundred Thousands = 9×100,000=900,000
The place value of the seventh 9 from the right is Millions = 9×1,000,000=9,000,000
Here we can observe that the place value of each digit is 10 times of the place value of left digit and 1/10 times of the place value of right digit.
