Final answer:
The student's query involves wave-related terms applied to a non-standard wave function, which typically describe the characteristics of a sinusoidal wave such as amplitude, period, and phase shift.
Step-by-step explanation:
The student is asking about various characteristics of the wave function F(x) = 2x*tan2(x - 3π/4). While this function represents a non-standard wave due to the presence of x multiplied by the squared tangent function, certain wave-related terms can still be discussed qualitatively. However, as the wave function given is not in a simple sinusoidal form like y(x, t) = A sin(kx - ωt + φ), we cannot directly extract standard wave parameters such as amplitude, period, phase shift, vertical shift, and midline. Instead, we could discuss these terms in the context of a sinusoidal wave, where amplitude is the maximum displacement from the midline, period is the time required for one complete cycle of the wave, phase shift describes the horizontal shift of the wave, vertical shift indicates the upward or downward displacement of the wave's baseline, and midline is the average value of the maximum and minimum values of the wave. To provide precise values, the wave function would need to be in a standard sinusoidal format, or further information would be required.