Usually, but not always: it depends on the domains and codomains.
Any function that is many-to-one (for example all even powers, all trigonometric functions) have an inverse operation that is defined over a restricted domain. They will, therefore, return the principal value but not necessarily the original value.
A couple of simple example, using the square and square root functions:
(-2) squared = 4
but
sqrt(4) = +2, not -2.
sin(150°) = 0.5
but
sin-1(0.5) = 30°
It is, of course, possible to define the sqrt function so that it returns the negative root, but then it will not return the positive one.
inverse operation
Operation, and inverse operation
Inverse operations. Additive inverse is not one operation but they are elements of a set.
When addition and subtraction undo each other, it is referred to as inverse operations. Inverse operations are pairs of mathematical operations that reverse the effect of each other, meaning that applying one operation followed by its inverse returns you to the original value. For example, if you add a number and then subtract the same number, you return to the starting point.
inverse operations
inverse operation
Operation, and inverse operation
It is called a INVERSE OPERATION.
Inverse operations. Additive inverse is not one operation but they are elements of a set.
the Inverse Operation. This answer is relative to math, and operations.
It's called inverse operation. Example: 3x + 4 - 4 The 4s undo each other and you are just left with 3x
When addition and subtraction undo each other, it is referred to as inverse operations. Inverse operations are pairs of mathematical operations that reverse the effect of each other, meaning that applying one operation followed by its inverse returns you to the original value. For example, if you add a number and then subtract the same number, you return to the starting point.
Inverse operations
inverse operations
Inverse operations.
Inverse Operations.
Inverse Operations