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Why integers need an extension?
In the first stage, the set of all integers needs an extension - to the set of rational numbers - to get closure for division (which is the inverse operation to multiplication).
What does inverse mean in arithmetic?
"opposite" operation. The inverse of subtraction is addition; the inverse operation of multiplication is division.
Which operation is the inverse of multiplication?
division
What is the inverse operation of mulitiplication?
It is division
What is inverse operation of multiplication?
Division
What operation is the inverse operation of division?
1. subtraction 2. all mathematical operations 3. multiplication 4.division has no inverse operation
Why integers need extension?
In the first stage, the set of all integers needs an extension - to the set of rational numbers - to get closure for division (which is the inverse operation to multiplication).
Why integers need an extension?
In the first stage, the set of all integers needs an extension - to the set of rational numbers - to get closure for division (which is the inverse operation to multiplication).
What does inverse mean in arithmetic?
"opposite" operation. The inverse of subtraction is addition; the inverse operation of multiplication is division.
Is the inverse operation of multipacation?
It is division
What is the inverse operation of mulitplication?
division
What is the inverse operation for multiplacation?
division
Which operation is the inverse of multiplication?
division
What is the inverse operation of mulitiplication?
It is division
What is inverse operation of multiplication?
Division
What are the two sets of inverse operations?
Addition is the inverse operation of subtraction and multiplication is the inverse operation of division. The word inverse means "opposite".
What is inverse operation?
An inverse operation undoes the effect of another operation. For example, addition is the inverse operation of subtraction, and multiplication is the inverse operation of division. Applying an operation and its inverse leaves you with the original value.
