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Let f(x)=(x+4)/(x+1),x cannot =1, and g(x)=(x-2)/(x-4) . Find the set of values of x such that
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\[f(x)\le g(x)\]
x has to be equal to or greater than 7 for it to be true.
should you set the two equations in the \[f(x)\le g(x) form\]?
Well all you needed to do was to find the set of values which is \[x \le7\]
And how did you get 7?
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Oh, I set them =< to each other.
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