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This is quite clear when you add measurements, for example, lengths. If you just go ahead and add the numbers, without considering differences in units, you get DIFFERENT RESULTS, depending on the units used. For example, if you add 1 m + 2 m, you get 3 m - but if you express this as 1000 mm + 2 m, you get 1002. 1002 what? Anyway, this isn't the same answer as before, whether you decide that the 1002 represents meters, or mm. So, something is obviously very wrong; there is no way to make sense out of the calculations - unless you FIRST convert to the same units.If you try to add different units ("unlike terms"), for example meters and square meters, the situation gets even worse.

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Q: Why can only like terms be combined through addition and subtraction?
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What is separated by an addition or subtraction sign?

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Is a pattern where the terms are related by addition and subtraction?

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No. Like terms should contain the same variable or variables, raised to the same powers. Like terms are those that can be combined by addition or subtraction.


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This a progression that involves addition or subtraction of successive terms in a sequence.


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Because addition and subtraction are defined in terms of like terms.


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They are addition, subtraction, division and multiplication


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Basic knowledge of addition and subtraction.


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A term consists of a collection of numbers and variables combined together through the use of binary (or other) operations. They are the building blocks of mathematical expressions. Terms will usually stand by themselves or have an addition or subtraction sign before them.


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