Practise Time, Speed and Distance MCQs MCQs in Maths. Attempt multiple-choice questions, check answers and revise related subtopics.
Study Time, Speed and Distance MCQs through multiple-choice questions in Maths. This subtopic contains 295 practice questions. Read the wording carefully, compare the options and attempt an answer before checking the solution in learning mode.
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Answer: 48 km/h
Explanation To calculate speed in km/h: Convert the time to hours: 20 minutes = 20 60 hours = 1 3 hours Use the formula for speed: Speed = Distance Time = 16 1 3 = 16 × 3 = 48 km/h text{Speed} = frac{text{Distance}}{text{Time}} = frac{16}{frac{1}{3}} = 16 times 3 = 48 , text{km/h} So, the speed of the train is 48 km/h .
Answer: 96,000 m
Explanation 96 kilometers to meters: 1 km = 1000 meters 1 , text{km} = 1000 , text{meters} 96 km × 1000 = 96 , 000 meters 96 , text{km} times 1000 = 96,000 , text{meters} Answer: 96,000 meters
Answer: 20 days
Explanation 10 men = 40 days 1 man = 10 × 40 = 400 days 20 men = 400/20 = 20 days Last verified on 03-04-2026
Answer: 20
Explanation If you were born in 1945 and it's now 1965, you can calculate your age by subtracting your birth year from the current year: Age = Current Year - Birth Year Age = 1965 - 1945 Age = 20 So, if you were born in 1945, you would be 20 years old in 1965.
Answer: 4 days
Explanation Step 1: Work Done by One Man and One Child in One Day 16 men complete the work in 12 days. Work done by 16 men in 1 day = 1/12 Work done by 1 man in 1 day = 1/12×16=1/192 24 children complete the work in 18 days. Work done by 24 children in 1 day = 1/18 Work done by 1 child in 1 day = 1/18×24=1432 Step 2: Work Done by 12 Men and 8 Children in One Day Work done by 12 men in 1 day = 12×1/192=12/192=1/16 Work done by 8 children in 1 day = 8×1/432=8/432=1/54 Total work done per day by 12 men and 8 children = 1/16+1/54 Taking LCM (16, 54) = 432, 27/432+8/432=35/432 So, work done per day = 35/432 Step 3: Work Done in 8 Days Work done in 8 days = 8×35/432=280/432 Remaining work = 1−280/432=152/432 Step 4: Work Done After Adding 3 More Children Work done by 3 children in 1 day = 3×1/432=3/432 New work rate per day = 35/432+3/432=38/432 Remaining days required = 1 52/432/38/432=4 days
Answer: 765 minutes
Explanation Distance = Speed × Time = 102 km/hr × 12 hours = 1224 km Now, let's find the time it takes to cover the same distance at 96 km/hr: Time = Distance / Speed = 1224 km / 96 km/hr = 12.75 hours To convert hours to minutes: 12.75 hours × 60 minutes/hour = 765 minutes
Answer: 9 hours
Explanation To find the number of hours 10 men will take: First, find the total work hours for 6 men: 6 men * 15 hours = 90 man-hours Now, divide the total work hours by 10 men: 90 man-hours / 10 men = 9 hours
Answer: 07:39 pm
Explanation Next bus: The next bus leaves at 08:15 PM. Previous bus: Since a bus leaves every 52 minutes, the previous bus left 52 minutes before 08:15 PM, which is at 07:23 PM. Current time: The enquiry officer said the previous bus left 16 minutes ago. So, we add 16 minutes to 07:23 PM, which gives us 07:39 PM . Therefore, the enquiry officer gave the information at 07:39 PM . So the correct answer is (B) 07:39 PM.
Answer: Rs. 225
Explanation Step 1: Work Done by A and B Together A’s 1-day work = 1/10 B’s 1-day work = 1/15 A and B’s 1-day work together: 1/ 10 + 1/15 = 3/ 30 + 2 /30 = 5/30 = 1/6 Work done by A and B in 5 days : 5 × 1 /6 = 5/6 Step 2: Work Left for C Total work = 1 Work remaining after A and B worked for 5 days: 1 - frac{5}{6} = frac{1}{6} 1 − 5/6 = 1/6 C completes the remaining 1/6 of the work in 2 days , so C’s 1-day work: 1/6 ÷ 2 = 1/ 12 Step 3: Wages Calculation Total amount = Rs. 1500 Work done ratio: A's total work = 5 10 = 1 2 frac{5}{10} = frac{1}{2} B's total work = 5 15 = 1 3 frac{5}{15} = frac{1}{3} C's total work = 2 12 = 1 6 frac{2}{12} = frac{1}{6} Share of wages: A's share = 1 2 × 1500 = 750 frac{1}{2} times 1500 = 750 B's share = 1 3 × 1500 = 500 frac{1}{3} times 1500 = 500 C's share = 1 6 × 1500 = 250 frac{1}{6} times 1500 = 250 Daily wages: B worked 5 days , so B’s daily wage = 500/5 = Rs. 100 C worked 2 days , so C’s daily wage = 250/2 = Rs. 125 100+125 = 225
Answer: 10 days
Explanation 10 machines * 5 days = 50 machine-days. 50 machine-days / 5 machines = 10 days
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