2 Calculate VR in polar both magnitude and angle form for th

2) Calculate VR in polar (both magnitude and angle) form for the circuits in Figure 10.1, and record the results in Table 10.1A.

Solution

1) f=1000 hz

z=5100+j(2*3.14*1000*200*10^-3-1/(2*3.14*1000*4.7*10^-9))=5100-j32606.11

vr=(5100*2.5<0)/(5100-j32606.11)=0.386<81.11 volts

2) f=2000 hz

z=5100+j(-14418.1) ohms

vr=(5100*2.5<0)/(5100-j14418.1)=0.833<70.5 volts

3) f=3000hz

z=5100+j(3769.911-11287.58) ohms

vr=(5100*2.5<0)/(5100-j7517.669)=1.4035<55.846 volts

4) f=4000 hz

z=5100+j(5026.54-8465.68) ohms

vr=(5100*2.5<0)/(5100-j3439.14)=2.07275<33.99 volts

5) f=5000 hz

z=5100+j(6283.185-6772.55) ohms

vr=(5100*2.5<0)/(5100-j489.365)=2.4885<5.4809 volts.

do remaining

 2) Calculate VR in polar (both magnitude and angle) form for the circuits in Figure 10.1, and record the results in Table 10.1A. Solution1) f=1000 hz z=5100+j(

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