An inverse operation is when you do the opisite in math. For example when you subtract the inverse operation is to add.
The inverse or opposite of the operation of multiply is divide. So the inverse operation of multiply by 24 would be to divide by 24 or multiply by the inverse of the number (1/24).
Add 20.
You just subtract 23 (do the opposite operation to the same number).
Using the inverse operation is probably the most clumsy way of obtaining the answer.To add 23 to some known number x, you would be required to find the number y such that subtracting 23 from y (the inverse operation) would result in x. Why on earth would you do that?
An inverse operation is when you do the opisite in math. For example when you subtract the inverse operation is to add.
The inverse or opposite of the operation of multiply is divide. So the inverse operation of multiply by 24 would be to divide by 24 or multiply by the inverse of the number (1/24).
well the inverse operation of subtraction is addition and the inverse of 5 is -5. So it would be +5.
Add 20.
add-63
The inverse operation for subtract 5 is add 5. This is because whatever number you start with, if you first "subtract 5" and then "add 5" or if you first "add 5" and then "subtract 5" you are back to the number you started with.
y = n - 8 In this case you start with n and then subtract 8. For the inverse operation you start at the end and replace each operation by its inverse. So "subtract 8" is replaced by "add 8". That is it. n = y + 8
It is a second operation that "undoes" the first.For example, the inverse of "add 2" is "subtract 2";the inverse of "divide by 7" is "multiply by 7";the inverse of "take the reciprocal" is "take the reciprocal".
The inverse operation of adding 21 is subtracting 21. This means that if you subtract 21 from a number, and then add 21 to the result, you will get back to the original number.
subtract negative 6 or +6
You just subtract 23 (do the opposite operation to the same number).
An inverse operation is an operation that "undoes" another operation. For example, addition and subtraction are inverse operations, as are multiplication and division. Using inverse operations allows you to reverse the effects of the original operation.