The parent tangent function is transformed into the supplied function, g(x) = sin(-3x) + 2. The sine function, not the tangent function, is used to define the function g(x).
To be clear, the sine function is typically abbreviated as sin(x), whereas the tangent function is typically abbreviated as tan(x). As a result, rather than being a transformation of the tangent function, the supplied function, g(x), is really a sine function.
It is impossible to determine which graph best depicts the function g(x) = sin(-3x) + 2 without a specified set of answer options or graphic representations of the graphs. It would be useful to have a visual depiction or a description of the graph's properties, such as its amplitude, period, phase shift, and vertical shift, in order to identify the graph.