ONE QUESTION
what
whoa to advanced for sorry :( im in 7th grade not 10th lol
Do you understand what the notation \((f-g)(x)\) means?
you sub it in correct?
It means the function f minus the function g. In this case: \[ \begin{align*} (f-g)(x) &= f(x) - g(x) \\ & = \sqrt{5-x}-\sqrt{x-5} \end{align*} \] So the question is asking: "What is the domain of \( \sqrt{5-x}-\sqrt{x-5}\)?" Note that those functions are NOT identical... one has five MINUS X under the root, the other has x MINUS FIVE under the root. Do you know what the domain is for a square root function?
yes, i got a answer that looks like that but the numbers are changed and in a different order
What did you have? The result I have for (f-g)(x) is very likely the simplest way to represent it. Now the question is -- what is the domain of that new function?
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