38500+ Important MCQs for AFCAT

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Learn AFCAT MCQs with answers [Page 3808 ]

B

Brijesh Goswami • 9.45K Points
Tutor III Reasoning

Q) Select the word which has same relation:
Authenticity : Apocryphal

  • (A) Wickedness : Nefarious
  • (B) Artifice : Deceptive
  • (C) Assertiveness : Dogmatic
  • (D) Integrity : Hypocritical
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Correct Answer - Option (A)

Explanation :

Relation - Noun : opposite adjective.
Apocryphal means false, Nefarious means wicked.

B

Brijesh Goswami • 9.45K Points
Tutor III Math

Q) The year next to 1990 will have the same calender as that of the year 1990.

  • (A) 1995
  • (B) 1997
  • (C) 1996
  • (D) 1992
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Correct Answer - Option (C)

Explanation :

The year 1990 has 356 days, i.e., 1 odd day, year 1991 has 356 days, v 1 odd day, year 1992 has 366 days, i.e., 2 odd days. Likewise year 1993, 1994, 1995 have 1 odd days, so calculated from years 1990-95 = (1 + 1 + 2 + 1 + 1 + 1)
= 7 odd days
= 0 odd day
Hence, the year 1996 will have the same calendar as that of the year 1990.

B

Brijesh Goswami • 9.45K Points
Tutor III Math

Q) If it was Saturday on December 17, 1899, what will be the day on December 22, 1901?

  • (A) Friday
  • (B) Saturday
  • (C) Sunday
  • (D) Monday
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Correct Answer - Option (B)

Explanation :

Total number of odd days from December 17, 1899 to December 22, 1901
14 + 356 + 356 = 735
or, 735/7 = 105
= 0 odd days
it was Saturday on December 17, 1899.
So, it will be Saturday on December 22, 1901.

B

Brijesh Goswami • 9.45K Points
Tutor III Math

Q) In a month of 31 days, third Thursday falls on 16th. What will be the last day of the month?

  • (A) 5th Friday
  • (B) 4th Saterday
  • (C) 5th Wednesday
  • (D) 5th Thirsday
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Correct Answer - Option (A)

Explanation :

Friday will fall on 3, 10, 17, 24, 31
So, it will be 5th Friday on 31 st

B

Brijesh Goswami • 9.45K Points
Tutor III Reasoning

Q) Complete the series: __bc__ca__aba__c__ca

  • (A) abcbb
  • (B) bbbcc
  • (C) bacba
  • (D) abbcc
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Correct Answer - Option (A)

Explanation :

The pattern is the letter change their place in cyclic order.

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