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Find the range of y equals 2 divided by x, plus 2.
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a fraction is only zero if the numerator is zero your range will be all real numbers except 0, because your numerator is 2
A. All Real Numbers except y = 2 B. y ≥ 2 C. y ≤ 2 D. y ≥ 0 So which would it be? I choose D and got it wrong.
$$\huge y=\frac{2}{x}+2$$
Yeah that is my equation.
oh sorry i thought it was \[y=\frac{2}{x+2}\]
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Start by plotting values :-)
You know x cannot equal 0, right?
and more to the point \(\frac{2}{x}\) cannot be zero
so if \[\frac{2}{x}\] cannot be zero, what can't \(\frac{2}{x}+2\) be?
All Real Numbers except y = 2
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