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Richard and Lynda are planning a touring holiday. They live in Melbourne. Here is their plan for the first 5 days:

| Day of Holiday | Destination | Distance Travelled | Journey Time |
|----------------|-------------|--------------------|-----------------------|
| Day 1 | Adelaide | 194 km | 1 hour 59 minutes |
| Day 2 | Canberra | 219 km | 2 hours 12 minutes |
| Day 3 | Sydney | 284 km | 2 hours 51 minutes |
| Day 4 | Tamworth | 307 km | 3 hours 57 minutes |
| Day 5 | Hervey Bay | 389 km | 4 hours 2 minutes |

**Questions:**

1. Estimate how many kilometres they will travel. (Round each travel distance to 100 km)

2. Approximately, how many hours will Richard and Lynda travel during the touring holiday? (Round each journey time to a whole hour)

Answer :

Richard and Lynda will travel approximately 15 hours during their touring holiday.

What is Distance?

The distance between two points can be expressed mathematically. It is a scalar quantity that describes the actual distance between two things or places, typically measured in metres, kilometres, miles, or feet.

The knowledge of numerous phenomena, including motion, velocity, acceleration, and force, depends heavily on distance, which is a fundamental notion in the domains of physics, mathematics, engineering, and many others. In daily life, people utilise distance to plan and measure their trip, play sports, and engage in other activities as well as to define the separation between locations or objects.

To estimate the total distance they will travel, we can round each travel distance to the nearest 100 km and sum them up:

Day 1: 200 km

Day 2: 200 km

Day 3: 300 km

Day 4: 300 km

Day 5: 400 km

Total distance = 200 + 200 + 300 + 300 + 400 = 1400 km

Therefore, Richard and Lynda will travel approximately 1400 km during their touring holiday.

To estimate the total travel time, we can round each journey time to the nearest hour and sum them up:

Day 1: 2 hours

Day 2: 2 hours

Day 3: 3 hours

Day 4: 4 hours

Day 5: 4 hours

Total travel time = 2 + 2 + 3 + 4 + 4 = 15 hours

Therefore, Richard and Lynda will travel approximately 15 hours during their touring holiday.

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