is there a vertical shift for sec graphs?

for instance, what is the vertical shift for:

y = 1/2secx + 1

*** by the way, that is secx + 1, not sec(x + 1)

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  1. y = f(x) + 1

    would move the graph of y = f(x) up by 1, no matter what the graph is.

    So, yes, the secant graph would indeed move up 1 unit.

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