nothing it stays the same. For example 21 + 10 = 31
Nothing happens.
increase by one in tens place
13.899758 Remember for decimal digits, the nomenclature(naming system). From the decimal digit to the right. tenths (8) hundredths (9) thousandths (9) tens of thousandths (7) hundreds of thousandths (5) millionths. (8) To select the nearest 'tens of thousanths' look at the next digits to the right (hundreds of thousandths). If it is five or greater add one to the tens of thousandths column. In this case it is '5' , so add '1' the tens of thousandths colum , which is 7 + 1 = 8 Hence the answer is 13.8998 Done!!!!
167 may be written as one hundred sixty-seven. A hyphen should always be used between the tens and units digits when writing out numbers, but never between the hundreds and tens digits.
Consecutive identical digits could be digits that are the same and appear next to one another in a number. For example, the hundreds and tens digits in 1442 could be considered consecutive identical.
97 is one example.
The tens increase by one while the ones decrease by one. For example 9,18,27, and so on.
754 Piece of cake!
249 + 318 = 567
838
The likelihood is that they either increase or decrease by one but we can't say for sure without seeing the problem.
It means five lots of one hundred, add one lot of tens and then 3 units.
Remember , when starting from the decimal point, and moving to the left, each digit column is named ;- Units, Tens, Hundreds, Thousands, Tens of thousands, 'Hundreds of thousands' and ' millions. Again starting the with decimal point, and moving to the right, each digit colum is named ; 'Tenths,' , Hundredths, 'Thousandths', Ten of Thousandths', Hun dreds of thousandths, & millionths. Note the use of '-ths' in the decimal digits. As an example 1234.567. '1' is thousands '2' is hundreds '3' is tens '4' is units '5' is tenths '6' is hundredths '7' is thousandths. Such a numbers as 1,000,000 is said as 'one million; Conversely such as number as 0.000001 is said as 'one millionth'.