Write each in symbols, then give the value and place value of the underlined digit Symbol Value Place Value 1. Five and three hundred ten thousandths 2. Twenty-five and two hundred ten thousands 3. Fifteen hundredths 4. One hundred one and one tenths 5. Five hundred and three ten thousandths 6. Ten and ten hundredths 7. Ninety-nine ten thousandths 8 One and fifteen ten thousandths 9. Fifty-nine and four hundred ninety-eight ten thousandths 10. Eight ten thousandths
The Correct Answer and Explanation is :
Symbols, Values, and Place Values for the Given Numbers:
- Five and three hundred ten thousandths
- Symbol: ( 5.310 )
- Value: ( 3 )
- Place Value: Tenths
- Twenty-five and two hundred ten thousandths
- Symbol: ( 25.210 )
- Value: ( 2 )
- Place Value: Tenths
- Fifteen hundredths
- Symbol: ( 0.15 )
- Value: ( 1 )
- Place Value: Tenths
- One hundred one and one tenths
- Symbol: ( 101.1 )
- Value: ( 1 )
- Place Value: Tenths
- Five hundred and three ten thousandths
- Symbol: ( 500.0003 )
- Value: ( 3 )
- Place Value: Ten-thousandths
- Ten and ten hundredths
- Symbol: ( 10.10 )
- Value: ( 1 )
- Place Value: Tenths
- Ninety-nine ten thousandths
- Symbol: ( 0.0099 )
- Value: ( 9 )
- Place Value: Ten-thousandths
- One and fifteen ten thousandths
- Symbol: ( 1.0015 )
- Value: ( 1 )
- Place Value: Thousandths
- Fifty-nine and four hundred ninety-eight ten thousandths
- Symbol: ( 59.0498 )
- Value: ( 4 )
- Place Value: Hundredths
- Eight ten thousandths
- Symbol: ( 0.0008 )
- Value: ( 8 )
- Place Value: Ten-thousandths
Explanation:
Numbers are represented in decimal form using a decimal point that separates whole numbers and fractional parts. Each digit has a specific place value based on its position relative to the decimal point: tenths ((0.1)), hundredths ((0.01)), thousandths ((0.001)), and so on.
For example, in ( 5.310 ):
- ( 5 ) is the whole number part.
- ( 3 ) is in the tenths place, representing ( 0.3 ).
- ( 1 ) is in the hundredths place, representing ( 0.01 ).
- ( 0 ) is in the thousandths place, contributing no additional value.
Understanding this concept allows precise representation of numbers and their fractional parts, essential in fields like science, finance, and daily life.