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83% (01:58) correct
17%
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A car and a bicycle are traveling in the same direction along the same route, with the car moving at 40 miles per hour and the bicycle at 30 miles per hour. The car passes the bicycle and then continues for 15 minutes before reaching a waiting point. How long will it take the bicycle to reach the waiting point after the car has passed it?
A. 15 min
B. 20 min
C. 25 min
D. 30 min
E. 35 min
A. 15 min
B. 20 min
C. 25 min
D. 30 min
E. 35 min
A car and a bicycle traveled in the same direction along the equal route at their constant speed rates of 40 miles per hour and 30 miles per hour, respectively. After 15 minutes the car passed the bicycle, the car reaches a waiting point, how long it takes the bicycle to reach the waiting point?
29 Dec 2023, 11:10
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\((40 - 30) \times \frac{15}{60} = 2.5\) miles which Bike has to cover at a speed of \(30\) miles per hour. Time to cover \(\frac{{2.5}}{30} \times 60 = 5\) minute. Total Time to cover the 10 miles for the bike when they first met is \(15+5=20 \) min.
B
B
05 Mar 2024, 00:04
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S1=40miles/hr, T1=15min
S2=30miles/hr, T2= ?
Distance is fixed.
S1/S2=T2/T1
=>T2=20min
Option B
S2=30miles/hr, T2= ?
Distance is fixed.
S1/S2=T2/T1
=>T2=20min
Option B
