A 115 ? resistor, a 8.50 ? F capacitor, and an 12.0 m H inductor are all connect
ID: 3901649 • Letter: A
Question
A 115? resistor, a 8.50?F capacitor, and an 12.0mH inductor are all connected in parallel across an ac voltage source of variable frequency. Part A At what angular frequency will the impedance have its maximum value? ? = rad/s Part B What is that value? Z = ? A 115? resistor, a 8.50?F capacitor, and an 12.0mH inductor are all connected in parallel across an ac voltage source of variable frequency. A 115? resistor, a 8.50?F capacitor, and an 12.0mH inductor are all connected in parallel across an ac voltage source of variable frequency. A 115? resistor, a 8.50?F capacitor, and an 12.0mH inductor are all connected in parallel across an ac voltage source of variable frequency. A 115? resistor, a 8.50?F capacitor, and an 12.0mH inductor are all connected in parallel across an ac voltage source of variable frequency. Part A At what angular frequency will the impedance have its maximum value? ? = rad/s Part B What is that value? Z = ? Part A At what angular frequency will the impedance have its maximum value? ? = rad/s Part B What is that value? Z = ? Part A At what angular frequency will the impedance have its maximum value? ? = rad/s Part B What is that value? Z = ? Part A At what angular frequency will the impedance have its maximum value? ? = rad/s Part B What is that value? Z = ? Part A At what angular frequency will the impedance have its maximum value? ? = rad/s Part A At what angular frequency will the impedance have its maximum value? ? = rad/s ? = rad/s ? = rad/s Part B What is that value? Z = ? Part B What is that value? Z = ? Z = ? Z = ? A 115? resistor, a 8.50?F capacitor, and an 12.0mH inductor are all connected in parallel across an ac voltage source of variable frequency. Part A At what angular frequency will the impedance have its maximum value? ? = rad/s Part B What is that value? Z = ?Explanation / Answer
wL = 1/wC
w = sqrt(1/LC)
w = sqrt(1/(8.5*10^-6*10^-3*12))
w = 3131
Z = 115 Ohm
Related Questions
Hire Me For All Your Tutoring Needs
Integrity-first tutoring: clear explanations, guidance, and feedback.
Drop an Email at
drjack9650@gmail.com
drjack9650@gmail.com
Navigate
Integrity-first tutoring: explanations and feedback only — we do not complete graded work. Learn more.