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Attach file, Can some one check my answer Please!
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Neither exists. f(g(2)) does not exist, and g(f(-4)) does not exist.
What is oder pair?
An ordered pair is made up of two numbers that are related in some way. For example, every time you graph something and make a T-chart, you are getting ordered pairs. Examples: (1, 4), (2, -4), etc.
can you write oder pair fog= {(,),(,)}? and gof={(,),(,)} ?
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Yes, you can write it like that.
my answer is correct?
Yes, that would be a valid way to express an answer.
fog = {(5,1),(8,9),(2,4),} fog = {(5,4),(8,9),(2,1),} 2 way can exist or only one exsit?
\[(f \circ g)(2)=f(g(2))=f(-2)\] There is no -2 in the domain of f, so \[f \circ g\]does not exist
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fog= none?
Yes. Same with gof
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