Use the node-voltage method to find the branch currents i1−i6. Assume that vg = 135 V.
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Use the node-voltage method to find the branch currents i1−i6. Assume that vg = 135 V.
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- what are the complex powers of the elements in the circuit 031811540 03 120 540 03 -jin 0 031811 03181154 1811 03181154 03181150 031811540 081811 620'V (*) 3181153 22 811540 12 03181154 031811540 031811540 01811 3181154 0S 1811Identify which measurement this oscilloscope time difference reading is useful for. Oscilloscope-XSC1 Channel_B Channel_A 169.064 V 113.590 V -55.474 V Time T1 Reverse 250.000 us 89.282 V 122.375 V 33.093 V T2 382.576 us T2-T1 132.576 us Save Ext. trigger Timebase Scale: 200 us/Div X pos. (Div): 0 Channel A Scale: 100 V/Div Y pos. (Div): 0 Channel B Trigger Scale: 100 V/Div Y pos. (Div): 0 Edge: f 2 AB Ext Level: Y/T Add B/A A/B AC0 DC AC0 DC Single Normal Auto None O none of the above O phase shift O periodFind T 0.5 ms 40 92 www www 892 160 92 20 mH www
- Oscilloscope-XSC1 MAAA Channel B 643.751 mV 643.751 mV 0.000 V T1 T2 T2-T1 Time 379.198 ms 379.198 ms 0.000 s Timebase Scale: 500 us/Div X pos.(Div): 0 Y/T Add B/A A/B Discussion Channel A 1.086 V 1.086 V 0.000 V Channel A Scale: 1 V/Div Y pos.(Div): 0 AC 0 DC ● Channel B Scale: 1 V/Div Y pos.(Div): 0 AC 0 DC Reverse Save Trigger Ext. trigger Edge: fz B Ext Level: 0 V Single Normal Auto None ZA X Fig(6): The input and output waveforms for differentiator Operational Amplifier 1- If Op Amp is operating at 1000 Hz as input wave, what is the frequency of the output signal? 2- Why do we use Spike function? List the possible application of spike waveform.45.8) Figure below if R1 100k2, VBB=30V and n = 0.6 ; what is the frequency of the gering pulses when C = 10µF ? Repeat for C1= 1µF, 0.1µF, and 0.01µF. %3D 100K R1 RB2 VBB C1 RBI9:01 A docs.google.com bl 10 choose the correct value of the :current passing throw -j100 40+j50 -j100 5.854445.83 A O 0.262– 15 B O 0.14743.43 07s7
- Assume that lc = le solve for VCE, Vc and Ve. Atleast %3D 2 decimal place for multiple digits. 4 RC 12002 RB VCC 25V 100A/A 150 k2 8 Re 8002Discussion For the circuit below complete the table R 5Ω 10 V 60 Hz 100 μF R Total 10+j0 Volts 10 Z0° 68.623m +j364.06m Amps 370.5m Z 79.325° 5+ j0 0- j26.5258 5 - j26.5258 Ohms 520° 26.5258 -90° 26.993 Z-79.325°Plot the dc bias line for this circuit. www11 R₁ 1.5 ΜΩ R₂ 1.5 ΜΩ VGS (V) +30 V RD 1.1 ΚΩ 2N5459 www11 Rs 10 ΚΩ Minimum and maximum curves are from the datasheets. ID (mA) 16 -12 -10 Qmax 14 1 L L 1 -8 -6 -4 -2 12 10 8 6 4 Qmin Hó VG Rs 1 2 = 1.5 mA 4 1 6 8 10 12 14 16 18 VG
- What is the frequency of the input signal if the measured capacitive reactance is equal to 28 Q. Given that R1 = 1738 Q and C1 = 1 micro Farad. The voltage is kept constant at 5V. Note: Express your answer in Hz and in 2 decimal places. No need to include the unit. V R1 www C1 Xc Vout -O10 نقاط :choose the correct value of the current passing throw -j100 40+j50 -j100 60 0.262- 15 0.147443.43 B O 5.854445.83 A ww 007s7From step1, how did you get that 50+(80*j60/80+j60) = 78.8+j38.4? also in step 2, how did you get that 5/(0.0125-0.0167) = 143.63 + j191.89?