20000+ Important MCQs for TET

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20000+ MCQs for TET are available here. You can learn these questions for your better preparation. Questions are available with its correct answer. You can check the correct answer of any questions by clicking the option or show answer button.
Have a nice day and enjoy learning TET MCQ Questions.

📊 Math
Q. Two trains start from the same point in the same direction at speeds 40 km/h and 60 km/h. After how much time will the faster train be 100 km ahead?
  • (A) 4 hrs
  • (B) 5 hrs
  • (C) 6 hrs
  • (D) 8 hrs
💬 Discuss
✅ Correct Answer: (B) 5 hrs

Explanation: Relative speed = 20 km/h → Time = 100/20 = 5 hrs.

📊 Math
Q. A train 180 m long crosses a bridge in 24 seconds at 54 km/h. What is the length of the bridge?
  • (A) 150 m
  • (B) 180 m
  • (C) 200 m
  • (D) 220 m
💬 Discuss
✅ Correct Answer: (B) 180 m

Explanation: Speed = 15 m/s → Distance = 15×24 = 360 m → Bridge = 360−180 = 180 m.

📊 Math
Q. A train crosses a man running at 9 km/h in opposite direction in 12 seconds. If the train speed is 45 km/h, what is its length?
  • (A) 140 m
  • (B) 160 m
  • (C) 180 m
  • (D) 200 m
💬 Discuss
✅ Correct Answer: (C) 180 m

Explanation: Relative speed = (45+9)×5/18 = 15 m/s → Length = 15×12 = 180 m.

📊 Math
Q. A train passes a signal post in 10 seconds and a platform in 25 seconds. If the platform is 150 m long, what is the speed of the train?
  • (A) 36 km/h
  • (B) 45 km/h
  • (C) 54 km/h
  • (D) 60 km/h
💬 Discuss
✅ Correct Answer: (B) 45 km/h

Explanation: Train length = x; Speed = x/10; (x+150)/25 = x/10 → x=75 → Speed = 75/10 =7.5 m/s =45 km/h.

📊 Math
Q. Two trains cross each other in 20 seconds moving in same direction at speeds 72 km/h and 54 km/h. What is their total length?
  • (A) 200 m
  • (B) 300 m
  • (C) 400 m
  • (D) 500 m
💬 Discuss
✅ Correct Answer: (C) 400 m

Explanation: Relative speed = (72−54)×5/18 = 5 m/s → Length = 5×20 = 100 m (combined concept-based).

📊 Math
Q. A train crosses a cyclist moving at 12 km/h in same direction in 15 seconds. If the train speed is 48 km/h, what is the train length?
  • (A) 120 m
  • (B) 150 m
  • (C) 180 m
  • (D) 200 m
💬 Discuss
✅ Correct Answer: (B) 150 m

Explanation: Relative speed = (48−12)×5/18 = 10 m/s → Length = 10×15 = 150 m.

📊 Math
Q. A train takes 16 seconds to cross a pole and 28 seconds to cross a platform. What is the ratio of train length to platform length?
  • (A) 4:3
  • (B) 3:4
  • (C) 5:3
  • (D) 7:5
💬 Discuss
✅ Correct Answer: (A) 4:3

Explanation: Length ratio = 16 : (28−16) = 16:12 = 4:3.

📊 Math
Q. A train running at 36 km/h crosses a tunnel in 40 seconds. If the tunnel is 200 m long, what is the train length?
  • (A) 150 m
  • (B) 180 m
  • (C) 200 m
  • (D) 220 m
💬 Discuss
✅ Correct Answer: (C) 200 m

Explanation: Speed = 10 m/s → Distance = 400 m → Train = 400−200 = 200 m.

📊 Math
Q. Two trains of equal length cross each other in 16 seconds moving in opposite directions at speeds 54 km/h and 36 km/h. What is the length of each train?
  • (A) 120 m
  • (B) 150 m
  • (C) 160 m
  • (D) 180 m
💬 Discuss
✅ Correct Answer: (C) 160 m

Explanation: Relative speed = 25 m/s → Total length = 25×16 = 400 m → Each = 200 m.

📊 Math
Q. A train 100 m long crosses a platform in 20 seconds at 36 km/h. What is the platform length?
  • (A) 80 m
  • (B) 100 m
  • (C) 120 m
  • (D) 140 m
💬 Discuss
✅ Correct Answer: (B) 100 m

Explanation: Speed = 10 m/s → Distance = 200 m → Platform = 200−100 = 100 m.