Question

Assume R₁ = 245Ω, L₁ = 3.3mH, C₁ = 0.22μF, and ω=35,000 rad/sec for the above circuit. All answers must be rounded to 2 decimal places and match the units in the square brackets.

Answer 1

The questions relate to calculations of characteristics such as impedance, resonant frequency, power factor, and current in an RLC series circuit within high school or college level physics.

Step-by-step explanation:

From the information provided, it appears that there are a series of questions regarding an RLC (resistor-inductor-capacitor) series circuit and its behavior under certain conditions. The questions concern the calculation of impedance, resonant frequency, power factor, and other characteristics related to the oscillations and currents in an RLC circuit which are subject to change based on frequency, resistance (R), inductance (L), and capacitance (C). These types of problems are commonly found in high school or college level physics courses, particularly in the context of electric circuits.

Answer 2

In this case, the real part of ZR₁ is 24502 [Ω] and the imaginary part of ZR₁ is 0 [Ω].

Step-by-step explanation:

To find the impedance, ZR₁, of resistor R₁ in rectangular form, we can use the formula:

ZR₁ = R₁

Given that R₁ = 24502Ω, the impedance of resistor R₁ is also equal to 24502Ω in rectangular form.

Therefore, the impedance ZR₁ of resistor R₁ in rectangular form is 24502 + 0j [Ω].

Now, let's determine the real and imaginary parts of ZR₁.

The real part of ZR₁ is the resistance, which is the same as the real part of any impedance in rectangular form. In this case, the real part of ZR₁ is 24502Ω.

The imaginary part of ZR₁ is 0, as there is no imaginary component present.

Therefore:

- Real Part of ZR₁ = 24502 [Ω]

- Imaginary Part of ZR₁ = 0 [Ω]

So, the real part of ZR₁ is 24502 [Ω] and the imaginary part of ZR₁ is 0 [Ω].

Your question is incomplete, but most probably the full question was:

Assume R₁ = 24502, L₁ = 3. 3mH, C₁ = 0.22 μF, and = 35,000 for the above circuit. Allanswers must be rounded to 2 decimal places and match the units in the square brackets.

Find the impedance, ZR₁, of resistor R₁ rectangular form (e.g. a + bj).

• Real Part of ZR1 [2]
• Imaginary Part of ZR₁ [2]