II. Directions: Give the value and the value of the underlined word. Value Place Value 1)Eighteen and fifty-two hundredths 2. Five hundred and ninety-one ten thousandths 3) Twenty-three ten thousandths 4) Four and seventy hundredths 5) Five hundred four and three tenths

Decimals refer to numbers with decimal point. The decimal point separates the whole number and the fractional part. Below are the value and place value of the underlined digits.

Value: 0.16, Place Value: Hundredths

Value: 0.0009, Place Value: Ten Thousandths

Value: 11, Place Value: Tens

Value: 0.0043, Place Value: Ten Thousandths

Value: 0.0004, Place Value: Ten Thousandths

Place Value and Value

Place value refers to the position or the place of a digit in the number. Then, the value of a digit depends on its place value. That is why where we place the digit is important. These are the names of each place value of a whole number arranged from the lowest place value to the highest place value:

Ones

Tens

Hundreds

Thousands

Ten Thousands

These are the names of each place value of a decimals arranged from the lowest place value to the highest place value:

Tenths

Hundredths

Thousandths

Ten Thousandths

Examples of Identifying the place value and value of numbers: