The difference between place value and face has been illustrated in the picture given below. For exam ple; to find face value and place value of 3572: face value of 2 is 2 place value of 2 is 2. face value of 7 is 7 place value of 7 is 70 The face value of a digit for any place in the given number is the value of the digit itself Place value of a digit = (face value of the digit) × (value of the place) 1. The face value in Maths is the value of the digit in a number. Example: Let us see the place value and face value of the underlined digit in the number 1,32,460. The place value and face value worksheets will help the students sin following ways: The place value and face value worksheets will help the students to know the method of writing the whole numbers in the forms of words and in numeric form The worksheets will help students to find the value of each digit in a number. Whether the number is single-digit, double-digit, or three-digit or any number, each digit has its face value. It always remains the same wherever it lies regardless of the place it occupies in the number. It is unchangeable and definite. Face Value : Face value of a digit in a number is the digit itself. For number 2, 2 is the face value.

But place value changes according to the digit’s place. The face value of a number is the value of the digit or numeral itself. For example, In 25486, the face value of 5 is 5. Place value and face value are not the same. The face value of a digit of a number does not depend upon its position in the number. Difference between Place Value and Face Value . We know that every number has a digit. Numbers may be of single- digit, two-digit, three-digit, or more … The face value of a digit is the value of the digit itself, in a number. The face value of a digit is the digit itself, at whatever place it may be. The … For instance, the face value of 2 in 12783 is 2. Place value and face value: The place value of a digit of a number depends upon its position in the number. Let us understand with the help of examples. More clearly, face value of a digit always remains same irrespective of the position where it is located.