Resistive circuit conclusion

Frequency response of R, L, C components. PART 1 RESISTORS: Objective: (make it as a paragraph ‘own words’) 1. Verify that the resistance of a resistor is independent of frequency for frequencies in the audio range. 2. Prove that the reactance of an inductor increases linearly with increase in frequency. 3. Confirm that the reactance of a capacitor decreases non-linearly with increase in frequency. Diagram: Equipment needed     Resistor 1kΩ. Inductor 10 Mh. Capacitors 1.0-mf, 0.47-mf DMM, oscilloscope, Signal generator, Audio oscillator, Frequency counter. Part 1: Resistors Procedure:  Select the components and measure the value of inductor and resistor.  Patch the circuit shown in figure  Connect the oscilloscope across the resistor and set the voltage across the resistor 4V measure the voltage magnitude.  Change the value of frequency and then repeat the procedure. Calculations: R= VR(rms) / IRms R= VR(rms) / IRms R= VR(rms) / IRms R= VR(rms) / IRms R= VR(rms) / IRms = 1.414 V / 1.3730 mA = 1.414 V / 1.3726 mA = 1.414 V / 1.3726 mA = 1.414 V / 1.3725 mA = 1.414 V / 1.3730 mA = 1.0299 Ω = 1.0302 Ω = 1.0302 Ω = 1.0302 Ω = 1.0299 Ω Table 5.1 Frequency (Hz) VR(p-p) VR(rms)= 0.707(VR(p-p) /2) Measured IRms(mA) 50 Hz 100 Hz 200 Hz 500 Hz 1000 Hz 4V 4V 4V 4V 4V 1.414V 1.414V 1.414V 1.414V 1.414V 1.3730 mA 1.3726 mA 1.3726 mA 1.3725 mA 1.3730 mA Calculated R= VR(rms)/ IRms 1.0299 Ω 1.0302 Ω 1.0302 Ω 1.0302 Ω 1.0299 Ω Conclusion: (I need a good conclusion for the experiment here) Results Resistance is unaffected from the value of frequency that vary from 50 Hz to 1 KHz but resistance value should not change. Conclusion Due to frequency resistive circuit don’t effect from changing of frequency. But the RL series circuit the value of voltage across the resistance is increase and the inductive reactance is also increase by increasing the value of frequency because the frequency is directly proportional to the inductive reactance. ...
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