CUET2024-General Test-21/03/2024

CUET2024-General Test-21/03/2024

Hello Friends, CUET2024-General Test-21/03/2024 की 141वीं पोस्ट में आपका स्वागत है। पिछली 140   पोस्ट्स आप https://cuetnow.com पर जरुर व्यू करें। यह CUET-UG 2024 के Exam की preparation और practice के लिए बहुत  महत्वपूर्ण है।

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हमारी आज की पोस्ट इसप्रकार है:

Q 2229) CUET2024-General Test-21/03/2024

The number of triangles in the above figure is —

(A) 16     (B) 18     (C) 20    (D) 22

Ans: (B) 18

Q 2230)

The number of triangles in the above figure is —

(A) 18     (B) 20      (C) 22     (D) 24

Ans: (C) 22

Q 2231) The ratio of exterior angle to interior angle of a regular polygon is 1 : 4. The number of sides of the polygon —

(A) 5     (B) 10      (C) 12     (D) 14

Ans: (B) 10

Q 2232) A metal sheet 27 cm long, 8 cm broad and 1 cm thick is melted into a cube. The side of the cube will be —

(A) 6 cm     (B) 8 cm      (C) 10 cm     (D) 12 cm

Ans: (A) 6 cm

Q 2233) A cuboid has dimensions 5 cm, 2 cm, and 5 cm. How many such cuboids will be needed to form a cube ?

(A) 5      (B) 10      (C) 15       (D) 20

Ans: (D) 20

Q 2234) If a  cube of side 4 cm is cut into 1 cm cubes. What will be the ratio of the surface areas of the original cubes and cut-out cubes ?

(A) 1 : 2       (B) 1 : 3      (C) 1 : 4        (D) 1 : 5

Ans: (C) 1 : 4

Q 2235) If the diagonals of a rhombus are 6 cm and 8 cm, then its area will be

(A) 12 sq cm     (B) 18 sq cm      (C) 24 sq cm     (D) 28 sq cm

Ans: (C) 24 sq cm

Q 2236) Which smallest number should be added to 221 so as to make it a perfect square ?

(A) 2       (B) 3     (C) 4       (D) 5

Ans: (C) 4

धन्यवाद

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Vimal Kumar Tulsyan is the Founder of CUET NOW, an educational platform focused on CUET UG preparation. He has more than 10 years of teaching experience in Reasoning and General Aptitude.

His mission is to make CUET preparation simple, reliable, and accessible for every student.

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Categorised as Test Paper

By Vimal Kumar Tulsyan

Vimal Kumar Tulsyan is a commerce graduate with more than 10 years of teaching experience in reasoning and aptitude. He founded the CUET NOW in September 2023. Its website, cuetnow.com provides students with free CUET UG GAT preparation resources and important MCQs to help them secure excellent marks in the CUET.

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