The given function is y = √x + 2, which represents a square root function that has been shifted vertically 2 units up.
If we compare it to the basic square root function y = √x, the main difference is the addition of 2 outside the square root sign. This causes the entire function to be shifted up by 2 units.
Visually, this means that the graph of y = √x + 2 will be the same shape as the graph of y = √x, but it will be shifted up by 2 units.
Differentiate Y=√x+2
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