 
			 
			MCQOPTIONS
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				| 1. | The value of Z1‘ in terms of Z1, Z2 from the circuits shown in question 3 is?$ | 
| A. | Z<sub>1</sub><sup>‘</sup>=(m Z<sub>2</sub>(Z<sub>2</sub> 4 m)/(1-m<sup>2</sup> ))/m Z<sub>1</sub>(Z<sub>2</sub> 4 m/(1-m<sup>2</sup> )) | 
| B. | Z<sub>1</sub><sup>‘</sup>=(m Z<sub>1</sub>(Z<sub>2</sub> 4 m)/(1-m<sup>2</sup> ))/m Z<sub>2</sub>(Z<sub>2</sub> 4 m/(1-m<sup>2</sup> )) | 
| C. | Z<sub>1</sub><sup>‘</sup>=(m Z<sub>1</sub>(Z<sub>2</sub> 4 m)/(1-m<sup>2</sup> ))/m Z<sub>1</sub>(Z<sub>2</sub> 4 m/(1-m<sup>2</sup> )) | 
| D. | Z<sub>1</sub><sup>‘</sup>=(m Z<sub>1</sub>(Z<sub>2</sub> 4 m)/(1-m<sup>2</sup> ))/m Z<sub>1</sub>(Z<sub>1</sub> 4 m/(1-m<sup>2</sup> )) | 
| Answer» D. Z<sub>1</sub><sup>‚Äö√Ñ√∂‚àö√ë‚àö‚â§</sup>=(m Z<sub>1</sub>(Z<sub>2</sub> 4 m)/(1-m<sup>2</sup> ))/m Z<sub>1</sub>(Z<sub>1</sub> 4 m/(1-m<sup>2</sup> )) | |