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Q: What two mathematical operations that are opposites and can undo each other are called?

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Inverse operations, or reciprocals.

Inverse operations

Two operations that undo each other are called inverse operations. Examples are addition and subtraction, or multiplication and division.

You need to spell out mathematical operations in your question, or they will come out as above, ambiguously. Use plus, minus, times, divided by, and any other operations you want in your equations.

There are an infinity of possible answers: involving addition, sutraction, multiplication, division, powers, roots and a host of other mathematical operations. One of the simplest is 251 + 1

Related questions

Inverse operations, or reciprocals.

Two mathematical operations. In arithmetical structures it is usually multiplication and addition (or subtraction), but in be other pairs of operators defined over a mathematical Field.

Inverse operations

Two operations that undo each other are called inverse operations. Examples are addition and subtraction, or multiplication and division.

a geometrical or other regularity that is possessed by a mathematical object and is characterized by the operations that leaves the object in variant:

There are several possible definitions. First, sigma is a letter of the Greek alphabet. Second, sigma is a mathematical operation meaning "sum of the following values". There are other uses for sigma, including names, other mathematical operations and statistical evaluation.

The question cannot be answered sensibly for two main reasons.First, the question mentions "there opposites" but does not specify WHERE the "there" refers to. Second, opposites are defined in the context of some operation. The opposite of 3 with respect to addition is -3 while the opposite with respect to multiplication is 1/3. There are other operations which will give yet more "opposites". There is no way of determining which one you mean.

You need to spell out mathematical operations in your question, or they will come out as above, ambiguously. Use plus, minus, times, divided by, and any other operations you want in your equations.

Parentheses in an equation tell you that you must perform that operation before any other operations, regardless of what operation that may be.

They don't have any computers in early 1900s. But they had some other machines like punched cards, electronic machines, etc to do mathematical operations.

Electrical charges can be of two type, considered opposites of each other, and simply called "positive" and "negative".

Accounting includes both basic math and advance math as well.It really depends on what type of math you are talking about.Addition,subtraction,multiplication and division are the basic math calculations. In general, you can still do accounting even if you aren't good at math.Accounting deals with a ton of numbers, but you don't do anything crazy with those numbers. You need to be able to understand them and do some basic calculations with them such as addition, subtraction, division, multiplication, fractions, and percentages. You also need to do some problem solving as accountants face a lot of problems with the numbers on paper.Accounting and math do go hand in hand, but not to the extent people think that they do.

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