 
			 
			MCQOPTIONS
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				This section includes 6 Mcqs, each offering curated multiple-choice questions to sharpen your Heat Transfer knowledge and support exam preparation. Choose a topic below to get started.
| 1. | In convection from the tip what is the value of correction length? | 
| A. | L <sub>C</sub> = A <sub>C</sub>/P | 
| B. | L <sub>C</sub> = L + A <sub>C</sub> | 
| C. | L <sub>C</sub> = L + P | 
| D. | L <sub>C</sub> = L + A <sub>C</sub>/P | 
| Answer» E. | |
| 2. | Which one is true for the spine? | 
| A. | A <sub>C</sub> = d <sup>2</sup>/4 and P = 4 d | 
| B. | A <sub>C</sub> = d <sup>2</sup>/4 and P = 3 d | 
| C. | A <sub>C</sub> = d <sup>2</sup>/4 and P = d | 
| D. | A <sub>C</sub> = d <sup>2</sup>/4 and P = 2 d | 
| Answer» D. A <sub>C</sub> = d <sup>2</sup>/4 and P = 2 d | |
| 3. | Find the value of corrected length for rectangular fin?Where, b is width and t is length of the fin | 
| A. | L <sub>C </sub>= L + b t/2 (b + t) | 
| B. | L <sub>C </sub>= L + b t/ (b + t) | 
| C. | L <sub>C </sub>= L + 2 (b + t) | 
| D. | L <sub>C </sub>= L + b t | 
| Answer» B. L <sub>C </sub>= L + b t/ (b + t) | |
| 4. | For steady flow of heat along a rod, the general equation isd2 /dx 2 m 2 = 0 | 
| A. | nThe value of constant m is | 
| B. | (h P/k A <sub>C</sub>) | 
| C. | (h P/k A <sub>C</sub>) <sup>3/2</sup> | 
| D. | (h P/k A <sub>C</sub>) <sup>1/2</sup> | 
| E. | (h P/k A <sub>C</sub>) <sup>2</sup> | 
| Answer» D. (h P/k A <sub>C</sub>) <sup>1/2</sup> | |
| 5. | If heat conducted into the element at plane x is Q X = k A C (d t/d x) X. Then heat conducted out of the element at plane (x + d x) is | 
| A. | 2k A <sub>C</sub> d/d x (t + d t/d x (d x)) | 
| B. | k A <sub>C</sub> d/d x (t + d t/d x (d x)) | 
| C. | 3k A <sub>C</sub> d/d x (t + d t/d x (d x)) | 
| D. | 4k A <sub>C</sub> d/d x (t + d t/d x (d x)) | 
| Answer» C. 3k A <sub>C</sub> d/d x (t + d t/d x (d x)) | |
| 6. | Which one is true regarding rectangular fin? | 
| A. | A <sub>C</sub> = b and P = 2(b + ) | 
| B. | A <sub>C</sub> = 2 b and P = 2(b + ) | 
| C. | A <sub>C</sub> = 3 b and P = 2(b + ) | 
| D. | A <sub>C</sub> = 4 b and P = 2(b + ) | 
| Answer» B. A <sub>C</sub> = 2 b and P = 2(b + ) | |