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UCEED 2021 NAT Mock Tests & Questions

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UCEED 2021

Free

134 min · 67 questions · 236 marks

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UCEED 2021 1 section

NAT

Free

34 min · 17 questions · 68 marks

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Questions

Showing 17 of 17 matching questions

Design UCEED 2021 NAT Medium NAT (Numeric)
Four identical pieces of wood of length 50 cm x 8 cm x 2 cm are arranged as shown in the figure. Another larger square is generated by rotating all the wooden panels along the outer edges and extending the outermost edge…
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Design UCEED 2021 NAT Medium NAT (Numeric)
A cricket team has 10 blue pairs of gloves and 10 white pairs of gloves in a cricket kit. If a batter reaches into the kit and pulls out one glove at a time without looking at it, what is the least number of gloves she m…
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Design UCEED 2021 NAT Medium NAT (Numeric)
Chinnu was excited about the New Year when she bought a new calendar to keep on her study table. While playing, her baby sister poked a hole through the entire calendar from January through December as seen in the image.…
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Design UCEED 2021 NAT Medium NAT (Numeric)
How many triangles are there in the figure shown? [Figure: see page 3 of source PDF]
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Design UCEED 2021 NAT Medium NAT (Numeric)
The corners of the green and red triangles coincide with the centres of the circles. All the circles have equal diameters and adjacent circles touch each other. If the area of the green triangle is 3.14, what is the area…
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Design UCEED 2021 NAT Medium NAT (Numeric)
A street has 13 houses in a row as shown in the figure. Some residents in the first house tested positive for COVID-19. The virus spreads in two ways: it can spread to the next house, or jump directly to the third house.…
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Design UCEED 2021 NAT Medium NAT (Numeric)
In the container given below of dimensions (40 cm × 20 cm × 20 cm), four objects are dipped in water. Objects P and Q are made of some light material while objects R and S are made of iron and copper, respectively. The o…
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Design UCEED 2021 NAT Medium NAT (Numeric)
If you start from the circle and end at the triangle, what is the minimum number of straight lines required to pass through all the dots without retracing any route? You are allowed to pass through a dot more than once.…
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Design UCEED 2021 NAT Medium NAT (Numeric)
If each word is written in a single font and normal and bold versions of the same font are not to be counted separately, how many fonts are used in the given set of words? [Figure: see page 6 of source PDF]
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Design UCEED 2021 NAT Medium NAT (Numeric)
The figure shows views of the same solid. Count the number of surfaces. [Figure: see page 6 of source PDF]
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Design UCEED 2021 NAT Medium NAT (Numeric)
There are apples and oranges in a basket that can carry a maximum of 50 fruits. Some fruits are rotten and some are good. The number of rotten apples is twice the number of good apples. The number of good oranges is twic…
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Design UCEED 2021 NAT Medium NAT (Numeric)
Four views of a convex solid are shown. How many surfaces does the solid have? [Figure: see page 7 of source PDF]
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Design UCEED 2021 NAT Medium NAT (Numeric)
When young Moosa started selling dosas on a street corner to support his daughter Lisa’s education, his age was six times that of Lisa’s. He started selling dosas for ₹2 each and he increased its price by ₹1 every year.…
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Design UCEED 2021 NAT Medium NAT (Numeric)
A smaller square of 5 cm is placed inside a bigger square such that all 4 corners of the smaller square are touching the sides of the bigger square. If the smallest distance between the corners of the two squares is 3 cm…
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Design UCEED 2021 NAT Medium NAT (Numeric)
A digital clock reads hours and minutes. The sum of the digits it displays at 12:00 is 3 (1+2+0+0). At 12:01 it is 4 (1+2+0+1) and so on. What is the sum of all the digits it displays from 12:00 to 12:59?
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Design UCEED 2021 NAT Medium NAT (Numeric)
A rhombus is inscribed in a rectangle which in turn is inscribed in a circle as shown in the figure below. P is the centre of all three shapes, PQ = QR = 5 units. What is the perimeter of the rhombus? [Figure: see page 9…
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Design UCEED 2021 NAT Medium NAT (Numeric)
If colour and size differences are not to be counted as unique, how many types of leaves occur only once? [Figure: see page 9 of source PDF]
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