List of top Questions asked in UCEED

A continuous strip with a pattern is shown below. Which of the options given below is/are part of the continuous strip?
Which of the following image(s) can be created by the nib type illustrated below?
Which of these photographs follow the Rule of Thirds?
Which of the below is/are cinema camera maker(s)?
Which of the following statements are TRUE for Ajrakh, Paithani, Kalamkari, Phulkari, Khes and Bandhani?
Given below is a pattern P, composed of three different shapes 1, 2, and 3. Which options show the pattern(s) that is/are possible if the shape 2 is cut in half along the vertical axis, the shape 3 is rotated clockwise at the center by 45 degrees, and the shape 1 remains unchanged? Overlapping of shapes is not allowed.
A tank with internal dimension 10 cm x 10 cm x 10 cm (length x width x height) is fully filled with spherical marbles, each marble having a diameter of 1 cm. Each layer of marbles should have equal number of marbles. Water is then poured into the tank. What is the volume of water in cubic centimeters required to fill the voids? (Use \( \pi = \frac227 \))
Given below are five images P, Q, R, S and T. Each of these is rotated about its center. Which of the following statement(s) is/are TRUE? (Ignore minor variations due to pixelated appearance)
Q, R, S and T are cut-out shapes used to create a composition shown in image P. These cut-out shapes could be rotated and combined without overlapping to create the composition. These cut-out shapes can also be repeated. What is/are the correct combination(s) that can be used to create the composition shown in image P?
A composition made of letters is shown below. What is the total number of letters used to create this image?
A sharpened pencil with eraser is shown in image P. How many sharpened pencils with erasers are in image Q?
Given below are 8 triangular pieces of a puzzle made from the shape P. What is the three-digit number formed when these pieces are arranged correctly?
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What is the number of different patterns on the capsules shown?
What is the number that you get when you divide the difference between the number of triangles and number of circles by the number of rectangles for the image shown below?
In the image shown below, PQ = QR = QS = 2 units. Also, QT = TS = QU = UR. The points T and U are the centre points of the semicircles. What is the total area of shaded portions in square units?
Shown below is the front and top views of two cubes. The red and blue cubes are made up of metal and wax respectively. Red cube is heated and is hot enough to melt wax in the blue cube. As shown in the front and top views, the red cube is moved along the path PQRS creating sharp edges and flat surfaces on the blue cube. What is the total number of surfaces the blue cube will have after the red cube reaches the point S?
Each of the rings in the chain in the given figure has an outer diameter of 5 cm and a cross-sectional diameter of 1 cm. What is the maximum end to end length of the chain in cm?
What is the length of the edge of the largest cube that can be placed inside a sphere of radius 10 cm?
27 cubes of edge 10 cm are arranged to create a larger cube. If the cubes at the eight corners are replaced with spheres of diameter 10 cm, what is the minimum number of cubes that do not touch any of the spheres?
P and Q show two different views of the same solid object. Which of the options represent(s) the top view of the solid object?
The shape L is extruded along Z-axis to form a solid as shown in the figure. How many shapes in the Set K will have more than 8 surfaces when extruded along Z-axis?
A cube 4 cm x 4 cm x 4 cm has all its corners chamfered as shown in the figure below. On each of its faces it has got a small tetrahedral notch having edges of 1 cm each. What is the sum of the number of vertices and the number of edges in this solid?
With a straight cut you can slice a circular piece of paper into two pieces. A second cut that crosses the first cut will produce a maximum of four pieces. What is the maximum number of pieces that you can get with a total of four straight cuts?
In the 3 x 3 square on the left, the numbers from 1 to 9 have been filled so that the sum in each row/column/diagonal adds up to 15. If the same exercise is to be carried out for the 4 x 4 square, using the numbers from 1 to 16, what will be the sum of the numbers in each row / column / diagonal?
What number will replace the question mark?