This math topic focuses on applying the concepts of speed, distance, and time to calculate arrival times in real-world scenarios. Students use the formula \( \text{Time} = \frac{\text{Distance}}{\text{Speed}} \) to compute travel duration and then convert this duration to clock times. The problems center around determining when vehicles, driving at given speeds for certain distances, arrive at their destinations, starting from specified times. Each question requires adding the calculated travel time to the starting time to find the final clock time of arrival.
Work on practice problems directly here, or download the printable pdf worksheet to practice offline.
Practice:
Distance and Speed to Time - Clock Time (30 Minutes)
Complete these online problems with 80% or 4 correct answers in a row. Results are immediate.
A car starts at 1:00 and drives at 60km/hr for 90km. What time does it arrive?
Speed - Distance and Speed to Time - Clock Time (30 Minutes) Worksheet
| Math worksheet on 'Speed - Distance and Speed to Time - Clock Time (30 Minutes) (Level 1)'. Part of a broader unit on 'Speed, Distance, and Time - Practice' Learn online: app.mobius.academy/math/units/speed_distance_time_practice/ |
| A car starts at 3:00 and drives at 40km/hr for 20km. What time does it arrive? |
| 3:30 |
| 4:30 |
| 4:00 |
| 3:00 |
| A car starts at 3:00 and drives at 120km/hr for 120km. What time does it arrive? |
| 3:00 |
| 6:00 |
| 4:00 |
| 3:30 |
| A car starts at 1:00 and drives at 120km/hr for 120km. What time does it arrive? |
| 1:30 |
| 2:00 |
| 4:00 |
| 3:00 |
| A car starts at 1:00 and drives at 60km/hr for 90km. What time does it arrive? |
| 4:00 |
| 3:00 |
| 2:30 |
| 2:00 |
| A car starts at 2:00 and drives at 120km/hr for 60km. What time does it arrive? |
| 2:30 |
| 3:30 |
| 3:00 |
| A car starts at 1:30 and drives at 60km/hr for 120km. What time does it arrive? |
| 3:30 |
| 5:00 |
| 4:30 |
| 2:00 |
| A car starts at 3:00 and drives at 100km/hr for 50km. What time does it arrive? |
| 4:00 |
| 3:30 |
| 5:00 |
| 3:00 |