SSC CGL Quant – Time & Work, Pipes & Cisterns – Tier II Level · Marathon
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Normally the second half takes 2 h; it took 3 h → net 1/6 per hour.
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SSC CGL Quant – Time & Work, Pipes & Cisterns – Tier II Level · Marathon – 10 questions, subject: Quantitative Aptitude. Every question has the correct answer with a one-line explanation; tap "Show Answer". Free practice for TNPSC, UPSC, SSC, Bank and RRB exams – Shanmugam IAS Academy, Coimbatore.
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1.
A can do a work in 9 days and B in 12 days. They work on alternate days, A starting. In how many days is the work finished?
Correct Answer: B [10¼ days]
Explanation:
LCM 36: A 4, B 3; 5 cycles = 10 days, 35 units; day 11 A does 1 unit in 1/4 day → 10¼ days.
2.
In the previous situation (A 9 days, B 12 days, alternate days), if B starts instead, the work is finished in:
Correct Answer: C [10⅓ days]
Explanation:
35 units in 10 days; day 11 is B's: 1 unit at 3/day = 1/3 day → 10⅓ days.
3.
Pipes A and B can fill a tank in 6 hours and 4 hours. They are opened alternately for 1 hour each, A first. In how many hours is the tank full?
Correct Answer: A [5 hours]
Explanation:
LCM 12: A 2, B 3 → 2 cycles (4 h) give 10; hour 5 (A) gives 2 more → exactly 5 hours.
4.
A can do a work in 20 days and B in 30 days. A starts the work and B joins him after 5 days. In how many days in all is the work finished?
Correct Answer: D [14 days]
Explanation:
LCM 60: A 3/day → 15 in 5 days; 45 left at 5/day = 9 days → 14 days in all.
5.
A, B and C can do a job in 9, 12 and 36 days. They start together, but C leaves 4 days before the work is finished. In how many days is the work finished?
Correct Answer: D [5 days]
Explanation:
LCM 36: A 4, B 3, C 1 per day.
6.
A can do a job in 24 days. After working 6 days at his normal rate, he increases his efficiency by 50%. In how many days in all does he finish?
Correct Answer: A [18 days]
Explanation:
24 units at 1/day: 6 done; 18 left at 1.5/day = 12 days → 18 days.
7.
10 men working 6 hours a day dig a 240 m trench in 12 days. In how many days will 15 men working 8 hours a day dig a 400 m trench?
Correct Answer: C [10 days]
Explanation:
10 × 12 × 6/240 = 15 × D × 8/400 → D = 10 days.
8.
Statement-basedWhich of the following is/are correct?
I. If A and B together take T days, each of them alone takes more than T days.
II. If A and B each take 10 days alone, working on alternate days they finish in 10 days.
III. A leak that makes a pipe of a hours take b hours empties a full tank in ab/(b − a) hours.
I. If A and B together take T days, each of them alone takes more than T days.
II. If A and B each take 10 days alone, working on alternate days they finish in 10 days.
III. A leak that makes a pipe of a hours take b hours empties a full tank in ab/(b − a) hours.
Correct Answer: B [All three]
Explanation:
I: rates are positive. II: each day does 1/10 → 10 days.
9.
A and B can do a job in 10 and 15 days and are paid ₹ 6,000 for it. They start together; A leaves after 3 days and B finishes. What is A's share?
Correct Answer: D [₹ 1,800]
Explanation:
LCM 30: A 3, B 2. A worked 3 days = 9 units of 30 → 9/30 × 6,000 = 1,800.
10.
A pipe fills a tank in 4 hours. When the tank is half full, a leak develops and the rest of the filling takes 1 hour more than usual. In how many hours can the leak alone empty a full tank?
Correct Answer: B [12 hours]
Explanation:
Normally the second half takes 2 h; it took 3 h → net 1/6 per hour.
➤ Full notes, shortcuts and every answer explained – SSC CGL 2026 Quantitative Aptitude book (₹149): www.shanmugamiasacademy.in/study-materials/ssc-cgl-quantitative-aptitude
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