Given below is a sequence of drawings from the animation of a cricket batsman performing a pull shot, with the missing drawing represented by a question mark. Which of the options below would best replace the question mark?
Which of the options is the flag of Sri Lanka?
Here is a sketch of Mrs. Banerjee with her mouth missing. Choose the correct sequence of mouth shapes that represents her saying "STAND UP!".
The word shown below uses a specific font. From the options, choose the letter that belongs to the same font.
Find the result of the visual addition.
Who is the woman depicted in this painting by Raja Ravi Varma?
A piece of paper is folded according to the sequence of steps given below. After folding, square cuts are made as shown in the last step. Which of the options will result when the paper is unfolded?
Which option is not a rotated view of the same tile?
A cylinder is cut by a curved surface as indicated by the dotted line in the figure. The top portion of the cylinder is removed. Which option shows the resultant view when seen from the direction indicated by the arrow?
Which option is not a view of the same box?
Which concept(s) does this image by Escher illustrate?
As shown in Figure 1, in chess, a knight moves 2 squares in one direction and one square at right angle to that direction. Figure 2 shows 15 pawns on the chess board. What is the minimum number of moves that the knight needs to capture all the pawns?
In the image below, three-letter words appear horizontally in a line, together, and in the normal reading order. The word SET has been highlighted for you in the first line. Including SET, how many 3-letter English words are there?
How many squares appear in the image given below?
Assume that patterns such as Pattern A and Pattern B are distinct. How many patterns appear in the Figure 1?
Different shapes can be generated by sticking square tiles edge to edge. The figures below show examples of FOUR unique shapes generated by sticking FIVE square tiles in the given manner. Please note that shapes a, b, c and d of example 4 are NOT DIFFERENT from each other as any of them can be generated by simple operation(s) of rotation or flipping the others. What is the total number of unique shapes (including the four shown) that can be generated by sticking FIVE square tiles along their edges?