Distance and Speed to Time - Same Units (Level 3)
This math topic focuses on calculating time taken given speed and distance. It explores the use of consistent units like meters per second (m/s), meters per minute (m/min), millimeters per hour (mm/hr), kilometers per hour (km/hr), centimeters per hour (cm/hr), and meters per day (m/d) to determine the duration required for various modes of transport (cars, horses, bacteria, bugs) to cover specific distances. Skill in isolating the variable time from the speed-distance relation is central here. Each problem is structured as a multiple-choice question, presenting different scenarios to apply the basic formula: time = distance / speed.
Work on practice problems directly here, or download the printable pdf worksheet to practice offline.
moreMath worksheet on 'Speed - Distance and Speed to Time - Same Units (Level 3)'. Part of a broader unit on 'Speed, Distance, and Time - Practice' Learn online: app.mobius.academy/math/units/speed_distance_time_practice/ |
A car drives at 30km/hr and goes 1,800km. How many hr does it take? |
54,000 hr |
2 hr |
60 hr |
0.6 hr |
A car drives at 50km/hr and goes 2,000km. How many hr does it take? |
4 hr |
100,000 hr |
0.8 hr |
40 hr |
A bug crawls at 30cm/min and goes 1,200cm. How many min does it take? |
0.4 min |
36,000 min |
1.33333 min |
40 min |
A car drives at 30m/s and goes 2,100m. How many s does it take? |
70 s |
2.3 s |
700 s |
63,000 s |
A bacteria moves at 20mm/d and goes 1,200mm. How many d does it take? |
3 d |
24,000 d |
0.6 d |
60 d |
A car drives at 40km/hr and goes 1,600km. How many hr does it take? |
1 hr |
4,000 hr |
64,000 hr |
40 hr |
A horse trots at 30km/d and goes 1,200km. How many d does it take? |
36,000 d |
0.4 d |
40 d |
1.3 d |