List of top Questions asked in CEED

A grid PQRS is distorted such that its edges get stretched or compressed \textbf{UNIFORMLY to form \(P'Q'R'S'\) as shown on the left. Identify the correct distorted grid from the options.}

Sets of toys and furniture are shown below. Which Correctly matches the furniture and toys, based on similar product features?

Six different shapes are cut from a square as shown on the left. Which option(s) is/are made using only the cut pieces? Pieces can be rotated and not all pieces need to be used.

Three views of a stack of sugar cubes are shown below. What is the \textbf{MINIMUM number of cubes that are required to produce this stack?}

A hard rubber roller is cut with a V-shaped profile at three locations as shown in the Top View in the image on the left. The roller is then dipped in blue colour and rolled over a white plane. Which option shows the correct impression on the plane?

P and Q are printed patterns where the white portion of both the patterns is transparent. If Q is overlapped on P, what will be the resultant image?

Four words written in a particular font are given below. Which of the options belong to the same font?

Coloured strips are printed on a transparent sheet as shown below. The bottom half of this sheet is folded backwards along the PQ axis to form a semi-circle. Which of the option(s) will be a part of the resultant semi-circle?

A table made out of cardboard is shown on the left. If dotted lines indicate folding, which of the option(s) is/are the unfolded view(s) of the table?

A plant pruner (cutter) with two studs P and Q are shown on the left in open and closed positions. Which option(s) will allow the pruner to return to its open position?

A solid object with a triangular groove is shown on the left. Which option(s) along with this object can form the combination shown on the right?

An animation of four planets orbiting around the sun is shown below. Based on this animation, which of the following statement(s) is/are \textbf{TRUE? \quad [This question contains an animated GIF image.]}

Two views of a 3D object are shown on the left. Which of the option(s) is/are the \textbf{same object?}

A board game and two views of a unique dice are shown below. This unique dice has only three faces with numbers one, two, and three. Consider all the ladders as advantages that allow the player to jump from initial to final point. What is the minimum number of dice throws that is required to move from Point A to Point B using all given advantages on the board?

A coloured sheet is folded into an octahedron as shown on the left. Which of the options show(s) the \textbf{CORRECT rotated views of the octahedron?}

Which option(s) is/are \textbf{NOT a part of the image on the left?}

Four objects that are symmetrical along vertical planes are placed in four containers in the orientation shown below. Molten wax is poured in each of these containers up to the level indicated on the objects. Assuming that wax does not stick to the objects, which of the objects will leave its \textbf{exact negative impression on the set wax when they are vertically lifted?}

Shown below is an ice-cream cone completely filled with ice-cream. Assume the top portion (visible portion of ice-cream) is a perfect hemisphere. What is the total mass of the ice-cream in grams? The density of ice-cream is \(0.9\) grams/cubic centimeter. Consider the value of \( \pi = 3.14 \).

A square paper of side \(10\) cm is folded sequentially and a circular cut of radius \(1\) cm is made at the corners as shown below. After unfolding the sheet completely, what will be the total area of all the pieces which have been cut-out from the original square sheet? Assume the value of \( \pi = 3.14 \).

How many unique patterns are there in the image shown below?

How many spheres are rotating in the space shown below? \quad [This question contains an animated GIF image.]

Nine tiles containing parts of English letters in different text fonts are shown below. What is the maximum number of \textbf{COMPLETE letters that can be formed by rearranging the tiles in a \(3 \times 3\) grid?}

A plane passes through three vertices of a cube and divides the cube into two parts, a green part and a blue part, and they remain together, as shown below. Eight such cubes are assembled to create a larger cube, where the blue portion is on the inside as shown on the right. Calculate the volume of the blue part in the larger cube, if the edge of the original cube is \(1\) cm.

Five geometric blocks with their dimensions are given below. Calculate the length of the path as shown in the image below, between points A and B.

One of the pots does not belong to the group of pots shown below. What is the number written on that pot?