Perform the following subtractions in rectangular form:
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Introductory Circuit Analysis (13th Edition)
- Represent -j6 in polar coordinates. O a. 6290° O b. 62-270° O c. 62180° d. 62-90°arrow_forward2+j3 1 + 8/90° 6 Report your answer so that all angles are in the range of 0 degrees to positive 180 degrees. The rectangular form for the given function is The polar form for the given function isarrow_forwardPerform the indicated operations, and express the answer in both rectangular and polar forms. 2+j3 1+8/90° Report your answer so that all angles are in the range of 0 degrees to positive 180 degrees. The rectangular form for the given function is The polar form for the given function is 8 2- Oarrow_forward
- Convert the following to polar form and computethe product. Compare the result with that obtainedusing rectangular form.a. (50 + j10) (4 + j8)b. (j2 − 2) (4 + j5) (2 +j7)arrow_forwardA complex number is represented as Z=4+j3 ohm. What will be magnitude and phase of this complex number?arrow_forwardThe capacitive reactance is . *. proportional with frequency Neither Directly O Inversely Norarrow_forward
- PA.7. Reduce each of the following to rectangular form: a. Za = 5 + j5 + 10/30° b. Zh = 5/45° - j10 10/45° c. Zc 3 + j4 15 d. Za 5/90arrow_forwardQUESTION 5 A resistor, a capacitor, and an inductor are connected in series with a function generator. The resistor has a resistance of 2kO, the inductor has a reactance of 5000, and the capacitor has a reactance of 1kQ. The circuit has a total current of 100mA RMS. Find the total voltage. O 155-j720 V O 305+j80 V 120+j30 V 200-j50 Varrow_forwardSinusoidal and Complex Forcing Functions Convert from rectangular to polar coordinates: 100 – j 205 1000 + j 126arrow_forward
- PHASORS 2arrow_forwardConvert the quantities (112 + j40) and (9 - j16) to polar form, multiply them and reconvert the product to rectangular form.arrow_forward2. A series RL circuit has voltage and current equations of e = 141.42 sin 2n30t + 141.42 sin 2n90t volts and i = 9.8 sin (2n30t - 30°) + 5.66 sin (2n90t - 60°) amperes. Determine the inductance L. A. 92.5 mH B. 38.3 mH C. 27.22 mH D. 83.49 mHarrow_forward
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