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Answered

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Explain why
constant terms expressed as different rational
number types can be combined.

Sagot :

Following are the solution to the given question:

  • Constants, as the name implies, remain constant, which means that their value never changes.
  • For example, 2 is always 2 and 9.4 is always 9.4, and variable values, on the other hand, can vary. Considering the variable 2x as an example.
  • When [tex]x = 1, 2x =2[/tex] and when [tex]x = 2, 2x = 4[/tex], hence the value of [tex]2x[/tex] varies depending on what [tex]x[/tex] is.
  • We can't combine constants and variables and they're not the same item; one can change while another can't, and you can't join terms that are not the same.

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brainly.com/question/21163269

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