Well first of all I think you mean past tense and so the past tense for goes is went.
The past tense/aspects of the highly irregular verb 'go' are:
The negative forms are:
The interrogative forms are:
Forgotten.
9 because the place value behind the decimal goes .tenths thousandth ten thousands, and so forth
Place value goes like this: . . . . hundreds, tens, ones, (.), tenths, hundredths, thousandths, . . . . The four in 63.45 is therefore in the tenths place.
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.
4.6 = 460/100, so there are 460 hundredths in 4.6.
sneaked
Forgotten.
450
The decimal point in three and seven-tenths goes after the whole number 3 and before the 7 tenths.
The past tense of "goes" is "went."
45.6 The first place past the decimal is the tenths place, the second is the hundredths place, the third is the thousandth place, and so on.
13/10 = 1 3/10 (that's one and three tenths) 10 goes into 13 one time, with 3 tenths left over.
9 because the place value behind the decimal goes .tenths thousandth ten thousands, and so forth
Place value goes like this: . . . . hundreds, tens, ones, (.), tenths, hundredths, thousandths, . . . . The four in 63.45 is therefore in the tenths place.
98.99 to the nearest tenths would be 99. This is because the tenths value "9" is either equal to 5 or higher, so it goes up. Anything below 5 would be rounded down.
You only show one decimal place, the tenths place. 0.tenths, hundredths, thousandths is how the order goes. The first decimals place is the tenths place. What number is in that place? The 2, so your answer is 2.2.
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.