Download PDF – RRB Group D 2025 Question Paper – 27 November Shift 1 | Set 2 (Q26–Q50) Mathematics

RRB Group D 2025 Question Paper – 27 November Shift 1 | Set 2 (Q26–Q50) Mathematics

Q1. P is any point inside the rectangle ABCD. If PA = 98 cm, PB = 91 cm and PC = 21 cm, then the length of PD (in cm) is equal to:

A) 38

B) 41

C) 46

D) 42

Answer: (B)

PA² + PC² = PB² + PD² ⇒ 98² + 21² = 91² + PD² ⇒ PD = 42.

Q2. The vertices of a convex pentagon (in order) are P(0,0), Q(6,0), R(8,3), S(4,7), T(0,4). Find the area of the pentagon.

A) 42 sq. units

B) 36 sq. units

C) 39 sq. units

D) 45 sq. units

Answer: (A)

Coordinate polygon area formula ½|Σ(x1y2 − y1x2)| ⇒ Area = 42 sq units.

Q3. A metal rod is divided into three parts A, B and C. The lengths of A and B are in the ratio 9 : 20, and the lengths of C and B are in the ratio 5 : 11. If the difference between the lengths of A and C is 10 cm, find the total length (in cm) of the metal rod.

A) 4202

B) 4199

C) 4190

D) 4180

Answer: (C)

Let B = 220k ⇒ A = 99k and C = 100k ⇒ Difference = 10 ⇒ k = 1 ⇒ Total = 419.

Q4. Soniya got married 15 years ago. Her present age is 8/5 times her age at the time of her marriage. Her sister was 8 years younger to her at the time of her marriage. Find the present age of her sister.

A) 32 years

B) 24 years

C) 40 years

D) 28 years

Answer: (A)

Let marriage age = x ⇒ x + 15 = 8/5 x ⇒ x = 25 ⇒ Present age = 40 ⇒ Sister = 32.

Q5. The average age of 26 students of a class is 26 years. If the age of the teacher is also included, the average age of the whole group becomes 27 years. The age (in years) of the teacher is:

A) 54

B) 50

C) 57

D) 53

Answer: (D)

Students total = 26×26 = 676 ⇒ With teacher = 27×27 = 729 ⇒ Teacher age = 53.

Q6. If Δ × 2.2 + 0.33 × 3/4 − 1/20 × 0.55 = 0.99, then the value of Δ is:

A) 0.35

B) 1

C) 0.25

Answer: (A)

0.33 × 3/4 = 0.2475, 1/20 × 0.55 = 0.0275, so 2.2Δ + 0.22 = 0.99, hence 2.2Δ = 0.77, Δ = 0.35.

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