From the words given below select the ONE that is spelt CORRECTLY.

In each of the following phrases, the name of a number may be hidden in the form of

continuous letters. For instance in Toss even, the number seven is hidden as

tosSEVEN. Arrange the phrases in the descending order of the numbers which they contain.

A. We Proof Our Evidence

B. Smooth Reeds

C. Covering For Tyre

D. On Every Day

If Pooja is a girl, what would be her relation with the daughter of the brother of the

father of Pooja’s mother’s only son?

Which of the four options depicts the conditions shown in the given Venn diagram?

Two friends M and N are going to school. M’s house is 25 minutes from school and N

reaches school at 10:45 am. If N is 10 minutes late to the school and M reaches 15

minute before time. Then at what time did M leave from his house?

Which of the following statements are required to answer the following question:

Is any one of the integers A, B or C divisible by 3?

Statement 1: A, B and C are three consecutive natural numbers.

Statement 2: Value of B is 32.

Count the number of rectangles in the given image.

Please count squares also as rectangles for the purpose of this question.

Find the next term in the series:

Cs Dr Fp Im Mi

Rashi is 10th from right and Riya is 4th from left. There are 6 girls in between Rashi

and Riya. Find the total number of girls in line.

Select the option which shows the water image of the question image shown below.

A committee of 4 students needs to be formed from a group of 7 students

(A, B, C, D, E, F and G). If following conditions are applied then

how many different team combinations are possible?

1) A and B cannot be put in the same team and at least one of them

should be in the team.

2) Either C and D together or E and F together should be in the team.

Statement 1: All boys play cricket.

Statement 2: All those who play cricket, also play football.

Statement 3: Not all boys play football.

Assuming statements 1 and 2 are true, what can be said about statement 3?

“A” is walking in a straight line when he meets his friend “B” who is walking towards

EAST. After meeting, both A and B take a LEFT turn. Now if B is walking in a

direction which is opposite to the direction in which A is walking now, then towards

which direction was A walking initially?

A calendar in Wonderland has exactly 14 months in a year and each of these months

has exactly 4 weeks in it. How many extra days does a year in Wonderland have

compared to a non-leap year on earth?

How many squares have EXACTLY 1 dot on one of its corners?

Please consider squares of all sizes (small and large) for this question.

A part of the sentence below is written in upper case. What is the meaning of that

part?

“Winning the championship was a feat in itself, creating a world record was the

ICING ON THE CAKE”

Two numbers greater than 10 and less than 100 are added together. In these two

numbers, the second number was obtained by interchanging the position of the

digits of the first number, then what will the sum of these numbers be always

divisible by?

A transparent sheet of paper is folded along the dotted line. Which of the following

options represent how the folded sheet of paper will look like?

In the given question there is a statement followed by two conclusions. Choose the

option which follows from the given statement.

Statement: India is the largest importer of arms.

Conclusions

I. India only imports arms.

II. China is the 2nd largest importer of arms.

Find the next term in the series.

In a certain language, if “EXCEPTIONAL” is coded as “L1N159TP5CX5”,

“PHENOMENON” is coded as “N15N5M15N5HP” and “INVENTORY” is coded as

“YR15TN5VN9”, then what would be the code of “TRANSLATION”?

Find the next term in the series:

2, 14, 84, 420, 1680, 5040, ?

If the vowels in the English alphabet change their position such that the first vowel

“A” takes the position of the last vowel “U” and vice versa and second vowel “E”

comes in position of second last vowel “O” and vice versa. After this interchange

is completed, how many letters will be present between the new positions of the

letters “A” and “O” (not including these two letters)?

There is a three digit number. In this number, one odd digit occurs twice. And the

third digit is a sum of the digits occurring twice. What is the sum of all the digits?

If every number which has either 8 or 9 as one of its digits is deleted, then how

many numbers will remain between 1 to 99?