75.6
84.42 or 42.21
'5' is the UNIT digit. '6' is the 'tenths' digit. '9' is the 'hundredths' digit.
1 is the units digit6 is the tenths digit5 is the hundredths digit4 is the thousandths digit
the digit after the decimal is the tenTHS place, the second digit is the hundredths and so on. Hence, 2.19 would be pronounced as two and nineteen hundredths
45 tenths
2.1 is one example.
42.21 or 84.42
84.42 or 42.21
'5' is the UNIT digit. '6' is the 'tenths' digit. '9' is the 'hundredths' digit.
8 : the units digit is the first digit to the left of the decimal point if you had to write one in.
1 is the units digit6 is the tenths digit5 is the hundredths digit4 is the thousandths digit
To write sixteen and seven tenths in decimal form, you would write it as 16.7. The whole number 16 represents the number of complete units, and the decimal .7 represents the seven tenths. This decimal form signifies a total of 16 units and 7 tenths, making up the number 16.7.
the digit after the decimal is the tenTHS place, the second digit is the hundredths and so on. Hence, 2.19 would be pronounced as two and nineteen hundredths
45 tenths
The number 6.5 is written in numerical form as "6.5." This represents six whole units and five-tenths of a unit. In decimal notation, the digit before the decimal point indicates whole numbers, while the digit after represents fractions of ten.
In the number 2.45, the digit 2 is in the tenths place. This means that the value of the digit 2 is 2 tenths or 0.2. Place value refers to the position of a digit in a number, which determines its value based on the powers of 10.
As the digits are moved left, the digit in the tenths column goes into the units column, the digit in the hundredths column goes into the tenths column, etc; each digit is ten times its previous value, thus moving the digits to the left multiplies the number by 10. Similarly moving the digits to the right: the digit in the units column goes into the tenths column, the digit in the tenths column goes into the hundredths column, etc; each digit is a tenth of its previous value, thus moving the digits to the right divides the number by 10.