Place values are the value of the digit that we place in the particular number. Example: In 739, the 3 is in Tens row, so the place value will be 10. In 17.581, the 8 is in Hundreds row, so the place value will be 0.01. Place (P), Place Value (PV), & Front Value (FV): You have to group the digits for making number. Formula: Place Value of a digit = (front value) × (Place value) (i) Place value (P) and front value (FV) of 1 to 9 are 1 to 9 respectively. (ii) The PV of zero (0) is always 0. It may have any area in a number, and its figure is always 0. In the number 356, digit 6 is at one's place, digit 5 is at ten's place, and digit 3 is at a hundred's place. So, place value of 6 = 6, place value of 5 = 5 × 10 = 50, and place value of 3 is 3 × 100 = 300. Hence, for the place value (PV) of a digit, the digit is multiplied by the place value (PV) of 1. It has to be that area.
We can identify the value of an integer found within a number by identifying the place value of the number. You will need to learn the names of the place values as you advance to the left and right of the decimal point. Writers have many different ways to write numbers as words. For example 1 million, 1,000,000, and 1000000 all have the same value, they just appear differently. The key to writing numbers in words is to just be consistent in your writing. Write the number in words as the work is presented to you. The longer the number gets so does the number of letters in the words. Students will also convert groups of numbers into words and numerals. Many sheets contain very large numbers.