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# Mathematics Lecturer Test Past Papers

The following questions are from past Federal Public Service Commission Mathematics Lecturer Tests. Find answers to the FPSC questions at the bottom of the page.

**Pages: 1 | 2 | 3 | 4 |**

__5__- The argument of the complex number 0 is ?
- 0
- 1
- ln1
- not define
- If is invertible under matrix multiplication, then its inverse is?

A. | |

B. | |

C. | |

D. |

43. | |

A. | |

B. | |

C. | |

D. |

44. | Which of the following equation represents the Green's theorem? |

A. | |

B. | |

C. | |

D. |

What is the multiplicative identity of the complex number (x,y) ?

- (-x,-y)
- (x
^{-1},y^{-1}) - (1,0)
- (0,1)
- The Kronecker Delta
_{}is defined by?

A. | |

B. | |

C. | |

D. |

47. | The transformation equation from one coordinate into another coordinate for contravariant tensor is? |

A. | |

B. | |

C. | |

D. |

If

*G*is a group of order 12, then*G*must have a subgroup of all of the following orders except?- 3
- 4
- 6
- 12
If

*G*is a cyclic group of order 12, then*G*must have a subgroup of all of the following orders except?- 3
- 4
- 6
- 8
If some subgroups of order: 1, 2, 4, 8 are the subgroups of a group

*G*. The order of the group*G*is?- 10
- 12
- 14
- 16

**Answers: Mathematics Lecturer Test Past Papers**

- D
- D
- B
- D
- C
- D
- C
- C
- D
- D