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NIMCET 2016 #1
P, Q, R and S are four logical statements such that if P is true, then Q is true; if Q is true, then R is true; and if S is true, then at least one of Q and R is false. Then it follows that
NIMCET 2016 #2
If the English word ‘EXAMINATION' is coded as 56149512965, then the word ‘GOVERNMENT' can be coded as :
NIMCET 2016 #3
In a certain code language ‘134' means ‘good and tasty', ‘478' means ‘see good pictures' and ‘729' means ‘pictures are faint'. Which of the following numerical symbols stand for ‘see'?
NIMCET 2016 #4
What could be the maximum size of the team that includes G?
NIMCET 2016 #5
What would be the size of the largest possible team?
NIMCET 2016 #6
Which of the following cannot be included in a team of size 6?
NIMCET 2016 #7
Fact 1 : Most stuffed toys are stuffed with beans.
Fact 2 : There are stuffed bears and stuffed tigers.
Fact 3 : Some chairs are stuffed with beans.

If the above statements are fact, which of the following statements must also be fact?
  1. Only children's chairs are stuffed with beans.
  2. All stuffed tigers are stuffed with beans.
  3. Stuffed monkeys are not stuffed with beans.
NIMCET 2016 #8
How many total oranges were in the basket at the end of the above sequence?
NIMCET 2016 #9
How many total fruits will be in the basket at the end of the above order sequence?
NIMCET 2016 #10
What is the missing number in the series 4, 7, 11, 18, 29, 47, __________, 123, 199?
NIMCET 2016 #11
Kha-kha is an obscure island which is inhabited by two types of people : the “Yes” type and the “No” type. Native of type ‘Yes' ask only questions the right answer to which is ‘Yes' while those of type ‘No' ask only questions the right answer to which is ‘No'. For example the ‘Yes' type will ask questions like “Is 2 plus 2 equal to 4?” While the “No” type will ask questions like “Is 2 plus 2 equal to 5?”. The following question is based on your visit to the island Kha-Kha.

Kevin and Kumar are brothers from the island. Kumar asks you. Is at least one of us is of type ‘No' ? You can conclude that
NIMCET 2016 #12
Find the odd man out :