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For values of x greater than 1, the chebyshev poly...
1.
For values of x greater than 1, the chebyshev polynomial in its trigonometric form cannot be determined.
A.
true
B.
false
Answer» C.
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In a 3 section multisection chebyshev matching network, if Z3 = 100 , and Z2=50 , then the reflection co-efficient 2 is:
Reflection co-efficient n in terms of Zn and Zn+1, successive impedances of successive sections in the matching network are:
For values of x greater than 1, the chebyshev polynomial in its trigonometric form cannot be determined.
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