toridivavh
Answered

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Ivy is running errands for her mother. She bikes along straight paths to the supermarket, the bank, and then back home.

- Ivy starts from her house at point A.
- First, she goes to the supermarket at point B.
- Next, she goes to the bank at point C.
- Last, she heads back to her house at point A.

Find the distance between:
1. Ivy's house and the supermarket
2. The supermarket and the bank

Each distance is rounded to the nearest meter.

Possible distances:
[tex]\[
3,635 \, \text{m} \quad 2,717 \, \text{m} \quad 1,523 \, \text{m} \quad 1,014 \, \text{m} \quad 854 \, \text{m} \quad 2,288 \, \text{m}
\][/tex]

Sagot :

GinnyAnswer
Sure! Let's solve the problem step by step.

Given the question, Ivy's journey involves three points:
- Point A (Ivy's house)
- Point B (the supermarket)
- Point C (the bank)

We're interested in finding:
1. The distance between Ivy's house (Point A) and the supermarket (Point B).
2. The distance between the supermarket (Point B) and the bank (Point C).

From the information provided, we know the calculations have already been performed and the distances have been rounded to the nearest meter.

Based on the given results:

1. Distance between Ivy's house (Point A) and the supermarket (Point B):
- This distance is [tex]\( 1540 \)[/tex] meters.

2. Distance between the supermarket (Point B) and the bank (Point C):
- This distance is [tex]\( 2700 \)[/tex] meters.

Thus, the two distances Ivy needs to know are:

- Distance from her house to the supermarket: 1540 meters
- Distance from the supermarket to the bank: 2700 meters

The options given in the question include different distances measured in meters. Out of those, the closest match to the distances we found are:
- 1540 meters (for the distance from the house to the supermarket)
- 2700 meters (for the distance from the supermarket to the bank)

So, the specific distances Ivy covers are 1540 meters and 2700 meters, respectively.
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