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In g(x) = a log<sub>b</sub>(x - h) + k, the value of ________ controls the horizontal shift. In g(x) = a...
In g(x) = a log<sub>b</sub>(x - h) + k, the value of ________ controls the horizontal shift.
In g(x) = a log<sub>b</sub>(x - h) + k, the value of ________ controls the vertical shift.
For g(x) = log<sub>8</sub>(x - h) + k, the vertical asymptote is ________ after the horizontal shift.
If g(x) = log<sub>2</sub>(x + 4) - 1, the graph shifts ________ from the parent function.
A negative value of a in g(x) = a log<sub>b</sub>(x - h) + k creates ________ across the x-axis.
In g(x) = a log<sub>b</sub>(x - h) + k, the value of ________ controls the vertical shift.
For g(x) = log<sub>8</sub>(x - h) + k, the vertical asymptote is ________ after the horizontal shift.
If g(x) = log<sub>2</sub>(x + 4) - 1, the graph shifts ________ from the parent function.
A negative value of a in g(x) = a log<sub>b</sub>(x - h) + k creates ________ across the x-axis.