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f(x) = (x - 2)2 + 2 All real numbers y ≥ 0 y < 2 y ≥ 2
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What exactly is it that you don't understand
i think it is y ≥ 2 but my question is if i did it right
looking at [ (x - 2)^2 ], what type of numbers are we going to get for every value "x"
since i am squaring, i will always get a number bigger or equal to 0.
the (y - 2)^2 cannot be negative for real y so its minimum values is 0
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y ≥ 0
thanks guys
so y >= 2 for real f(y)
adding a 2 to the number will make it bigger oy equal to 2. so y [greater than OR equal to] 2
thanksssss :)
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