CUET2024-General Test-12/04/2024

CUET2024-General Test-12/04/2024

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Q 2360) Study the adjoining picture and answer the following question:

Question: The area of ΔPQR is

CUET2024-General Test-12/04/2024

(A) 8 cm²       (B) 10 cm²      (C) 12 cm²       (D) 13 cm²

Ans: (B) 10 cm²

Hint: The area of ΔPQR = ½bh = ½ x 4cm x 5cm = 10 cm²

Q 2361) Study the adjoining picture and answer the following question:

Question: The height QM is—-, if area of ΔPQR = 10 cm²

(A) 2 cm       (B) 2.5 cm    (C) 4 cm        (D) 5 cm

Ans: (B) 2.5 cm

Hint: PR = base = 8cm ;  Area =10 cm² ; QM = height = ?

Area of ΔPQR = ½ x b x h

10 = ½ x 8 x h

h = 10 / 4 = 2.5 cm

Q 2362) In the given figure, the area of ΔPQR is 36 cm² then the base BC is

(A) 24 cm       (B) 25 cm    (C) 26 cm        (D) 28 cm

Ans: (A) 24 cm

Hint: base BC = 36 x 2 / 3

Other Questions

Q 2363) In a certain code language ‘NOTICE’ is coded as ‘LMRFZB’, then the code for ‘PARENT’ in the same code language is

(A) NYPBKQ     (B) NYPKBQ     (C) NYPBQK     (D) NYPQBK

Ans: (A) NYPBKQ

Hint: N-2=L; O-2=M; T-2=R; I-3=F; C-3=Z; E-3=B

Therefore, P-2=N; A-2=Y; R-2=P; E-3=B; N-3=K; T-3=Q

Q 2364) 4 years ago, the age of A was two times of the age of B. The present age of A is 10 years more than the present age of B. The present age of A is

(A) 34 years      (B) 44 years      (C) 54 years      (D) 64 years

Ans: (C) 54 years

Hint: Suppose the present age of B= x years

Then the present age of A would be x + 10 years

4 years ago, the age of A  was (x + 10 – 4) years and B was 2 (x – 4) years

Thus,   x + 10 – 4 = 2 (x – 4)

or  x + 6 = 2x – 8 or  x = 14 years 

So, present age of A = x + 10 = 14 +10 = 24 years.

धन्यवाद

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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.