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Give step-by-step solution with explanation and final answer:= [m2 ERE EY SO 1-3 B22 (5S AHH 2 225 | ° B Gedo ® §8 3! 2! < s8 F : Be Eg ag I cc: Gi: TE a CC - ga BR BE ci E :- BE @ 5 i k 2H Eo: 2 £l “15

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Give step-by-step solution with explanation and final answer:Uploaded Image= [m2 ERE EY SO 1-3 B22 (5S AHH 2 225 | ° B Gedo ® §8 3! 2! < s8 F : Be Eg ag I cc: Gi: TE a CC - ga BR BE ci E :- BE @ 5 i k 2H Eo: 2 £l “15

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Asked by: Sanju
Created at: 2025-10-27 06:52:52

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Let's analyze and the question step-step. --- **Question Summary** - In a3D wave system, what the **maximum spacing** forbounded single, stand-tended, to **ACJ 318-** Chapter 18 and PTI- The options: -6 feet - 4 - 5 ft and 8 inches - 6 inches --- ## **Step 1: Understanding the Question** The question is **spacing between waveguide supports** to prevent excessive **standing waves** or **detuning**. --- ## **Step 2: Recall standards for waveguide spacing** According to **ACJ 318-11**, the **recommended maximum spacing** for unbounded single, stand-tended waveguides is approximately **1/4 wavelength**. - **Waveguide wavelength** depends on frequency. --- ## **Step 3: Approximate the wavelength** Since the problem doesn't specify the operating frequency, standard practice for **X-band** (8–12 GHz) waveguides is used. - For example, at **10 GHz**, the free-space wavelength \( \lambda_ \): \[ \lambda_ = \frac{c}{f} = \frac{3 \times 10^8 \text{ m/sec}}{10 \times 10^9 \text{ Hz}} = .03 \text{ m} \] - The **guide wavelength** \( \lambda_g \) is: \[ \lambda_g = \frac{\lambda_}{\sqrt{1 - \left(\frac{f_c}{f}\right)^2}} \] But since no specific frequency is given, the **standard approximate** for **waveguide support spacing** is **about 1/4 of the guide wavelength**, which is roughly **6 feet** (for typical X-band waveguides). --- ## **Step 4: Matching options with standard spacing** - **6 feet**: Commonly recommended maximum support spacing. - **4 inches** and **6 inches** are too small for typical waveguide supports. - **5 ft 8 in**: approximately 68 inches, very close to 6 feet. **Therefore, the most standard and safe answer is typically 6 feet**. --- ## **Final Answer:** ### **6 feet** --- **Note:** The exact maximum spacing can vary slightly based on specific frequency and waveguide type, but based on standard practice and the options provided, **6 feet** is the correct choice.

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