0
45.86 ''4' is in the 'tens' column '5' is in the 'units' column '5' is in the 'TENTHS' column '6' is in the 'HUNDREDTHS' column NB Note the use of '-ths' for the decimal digits.
tenths, hundredths, thousandths, ten thousandths (etc.) (just add a 'ths' to the end of the number.)
As spelled 300.0 However, if you means 'Hundredths'. then it is 0.03 NB Note the suffix '-ths'. This suffix is good for all decimal places/numbers.
'9' is in the 'hundredths' column. NB 38.29 '3' is in the Tens Column '8' is in the Units column '2' is in the Tenths column '9' is in the Hundredths column NB THe next decimal digit would be in the Thousandths column. NNB Note the use of the suffix '--ths'. for decimal numbers.
0
0.75 is easy it is 0 is the whole the # after the 0 is the ths place 7 is the tenths place and the 5 is the hundredths place. and it will be true.
Seventy four hundredths. Don't forget the 'ths' at the end of hundred.
45.86 ''4' is in the 'tens' column '5' is in the 'units' column '5' is in the 'TENTHS' column '6' is in the 'HUNDREDTHS' column NB Note the use of '-ths' for the decimal digits.
1.16 remember when its a decimal and it ends with ths, it after the decimal. When it mention and its a decimal point.:)
tenths, hundredths, thousandths, ten thousandths (etc.) (just add a 'ths' to the end of the number.)
To write 6.22 as a mixed number, we first note that the whole number part is 6, as it is the digit before the decimal point. Next, the decimal part .22 can be converted to a fraction by placing it over 100 (since there are two decimal places). This gives us 22/100. Simplifying this fraction by dividing both the numerator and denominator by 2, we get 11/50. Therefore, 6.22 as a mixed number is 6 11/50.
As spelled 300.0 However, if you means 'Hundredths'. then it is 0.03 NB Note the suffix '-ths'. This suffix is good for all decimal places/numbers.
First, look at the place of the last digit. Using 0.35 as an example, the last digit (5) is in the hundredths place. This number place, minus the -ths ending, becomes the number in the denominator. For the example, 100 would be the denominator (hundredths - ths = hundred = 100). For the numerator, simply use the number behind the decimal point. In this case, 35. So your fraction would be 35/100. However, after you put it in fraction form, make sure you reduce the fraction as much as possible. Thus, 35/100 becomes 7/20 for the final answer.
Ok, say I have the number 3,456.57. Starting from the right and going to the left. The 7 is in the "hundredths" place. The 5 is in the "tenths" place. All numbers behind the decimal are fractions, therefore they have "ths" on the end of them. Tenths, hundredths, thousandths, etc. The numbers in front of the decimal are whole numbers so they don't have "ths" on the end of them because they're not fractions. The 6 is in the "ones" place. The 5 is in the "tens" place, 4 in the "hundreds" place and 3 in the "thousands" place. If I wrote the number out in word form it would look like "Three thousand four hundred fifty-six and fifty seven hundredths" I think so. If I wrote the number in expanded form it would just be a big addition problem, see. 3,000+400+50+6+0.5+0.07 = 3,456.57!
4/100 = 0.04 In the decimal columns ; #1 column is tenths #2 column is hundredths #3 column is thousandths et.seq. Notice the use of '--ths'.
It is simply 62.2