The first step is to calculate the complex impedance of capacitor C1 using Y1 of the Y-editor.

1: Y1=1/(iX*0.1E-6), where X= the radial frequency (rad/sec), i= the complex unity vector (For Ti84 the symbol i=used for j).  0.1E-6 Farad is the capacitor value of C1.
 
The impedance of resistance R2 in series with L2 is stored in Y2.

2: Y2=0.1+iX0.3E-3 with 0.1 is R2 and 0.3E-3 is the inductance value of L1. As no plots of complex functions can be made with the Y-editor, the = key of the Y1, Y2, etc. are disabled. See the example.
 
The parallel impedance Zp of C1 and R2+ inductance L1 is calculated in Y3 with next formula.

3: Y3=Y1*Y2/(Y2+Y3). You find Y1, Y2 with the key VARS- Y-Vars-Function-Y1 etc.
 
The total impedance of the Network is stored in Y4=R1+iX*L2+Y3
 
4: Y4=5+iX1.3E-3+Y3. Don't forget to disable the = key of Y3 and Y4.

The current can be calculated by i=V1/Ztot and is calculated with 
 
5: Y5=1/Y4 (disable =key of Y4).
 
The absolute value of the current is calculated with Y6
 
6: Y6=abs(Y5).

Don't disable the = key of Y5 because this function is plotted.
Use the window key and give the frequency area in Xmin and Xmax (10-100000) and choose Zoom-ZoomFit and the plot will appear. See the figures below. In the same way, the angle of the current can be plotted with the use of: point 7. To fit on the same screen as the current, the angle is divided by 1000
 
7: Y7=angle(Y5) /1000
Don't disable the = Key of Y7. 
 
Of course, you can do more detailed calculations. For example, the absolute capacitor voltage = total current i* Zp 

8:Y8= abs(Y5*Y3) 

Plot of the source current amplitude (green) and the phase /1000 (red) as function of rad frequency. Green: current, red: phase. The angle is divided by 1000 to get amplitude and phase in 1 screen. Maximum current equals 0.144552 A @ omega= 640689 rad/sec and a maximum phase of 0.0819*1000=81.9 degrees @ 60033 rad/sec.