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Q1. | The function Z(s) has a pole at infinity if |

A. | the degree of numerator and denominator of Z(s) are equal [Wrong Answer] |

B. | the numerator of Z(s) is one degree higher than denominator [Correct Answer] |

C. | the denominator of Z(s) is one degree higher than numerator [Wrong Answer] |

D. | the degree of numerator and denominator are either equal or differ by one [Wrong Answer] |

View Answer
Explanation:-
Answer : BDiscuss it below :!! OOPS Login [Click here] is required to post your answer/resultHelp other students, write article, leave your comments |

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List I (Set operation) | List II (Set operator) | ||
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A. | Set equality | 1. | - |

B. | Set inclusion | 2. | = |

C. | Set intersection | 3. | < = |

D. | Set difference | 4. | ∗ |

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