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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:
- * went (simple past - all persons)
- * has gone (present perfect - 3rd person only - he/she/it)
- * have gone ( " " - other persons - I/you/we/they)
- * had gone (past perfect - all persons)
The negative forms are:
- * did not go (simple past - all persons)
- * has not gone (present perfect - 3rd person only - he/she/it)
- * have not gone ( " " - other persons - I/you/we/they)
- * had not gone (past perfect - all persons)
The interrogative forms are:
- did * go? (simple past - all persons)
- has * gone? (present perfect - 3rd person only - he/she/it)
- have * gone? ( " " - other persons - I/you/we/they)
- had * gone? (past perfect - all persons)
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What is the past tenths for to forget?
Forgotten.
What is the place value of 4 in 63.45?
Place value goes like this: . . . . hundreds, tens, ones, (.), tenths, hundredths, thousandths, . . . . The four in 63.45 is therefore in the tenths place.
What digit is in the tenths place of the following number 270.94?
9 because the place value behind the decimal goes .tenths thousandth ten thousands, and so forth
How does the value of a decimal change as you move to the left or the right in a place value chart?
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.
Is 9 tenths higher than 3 tenths?
Nine tenths is greater than three tenths.
