Question

R = 93 ? Z1 = -112j ? Z2 = 51j ? R a 15<70°V 5<0°V Z1 Z2 A. 46,82 + (46,50j) B. 93,64j C. 51,00j D. 93,00 + (93,64j) b

          R = 93 ?
Z1 = -112j ?
Z2 = 51j ?
R
a
15<70°V
5<0°V
Z1
Z2
A. 46,82 + (46,50j)
B. 93,64j
C. 51,00j
D. 93,00 + (93,64j)
b

Added by Julia R.

College Physics

Eugenia Etkina, Michael Gentle, Alan Van… 1st Edition

Chapter 16

Instant Answer

Solved by Expert Arjun Singh

Step 1

The formula for calculating the equivalent impedance of two impedances in parallel is: 1/Zeq = 1/Z1 + 1/Z2 Substituting the given values: 1/Zeq = 1/(-112j) + 1/(51j) To simplify the equation, we can find a common denominator: 1/Zeq = (51j - 112j)/(51j * Show more…

Show all steps

Thanks for your feedback!

Find the equivalent ThÃ©venin impedance in ohms with respect to the ab terminals in the load circuit. (j = âˆš-1) R = 93 Z1 = -112j Z2 = 51j R WW a 15<70V 5<0V Z1 Z2 b A. 46.82 + 46.50j B. 93.64j C. 51.00j D. 93.00 + (93.64j)