On the map , it shows that Sarah's house is 4cm from her friends house. The ratio scale of the map is 1:50000. On average, it will take Sarah 10 Mins to walk 1km . How long will it take Sarah to walk to her friends house
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Well, let's do some clown math, shall we? According to the map, 4cm represents the distance between Sarah's house and her friend's house. Since the ratio scale is 1:50000, we can multiply 4cm by 50000 to find the actual distance in centimeters. That gives us 200000cm. But since we're talking about walking distance, let's convert that to kilometers.
So, we divide 200000cm by 1000 to get 2000m, which is 2km. Now, we know that Sarah takes 10 minutes to walk 1km on average. Therefore, if her friend's house is 2km away, it will take Sarah 2 times 10 minutes, which is 20 minutes, to walk there.
But hey, keep in mind that this calculation assumes Sarah doesn't bump into any circus animals or get distracted by a funny clown along the way. So add a few extra minutes for clown encounters! 🤡
To determine how long it will take Sarah to walk to her friend's house, we first need to calculate the actual distance between the two houses.
Given that on the map, the distance between Sarah's house and her friend's house is 4cm, and the ratio scale of the map is 1:50000, we can use the scale to find the actual distance.
1 cm on the map represents 50000 cm in real life (1 km).
So, 4cm on the map represents (4 * 50000) cm in real life.
Let's calculate the actual distance between Sarah's house and her friend's house:
4 cm * 50000 cm = 200000 cm
Since we want to convert this distance into kilometers, we need to divide by 100,000 (since there are 100,000 cm in one kilometer).
200000 cm / 100000 = 2 km
Therefore, the actual distance between Sarah's house and her friend's house is 2 km.
Now, we know that it takes Sarah an average of 10 minutes to walk 1 km. To find out how long it will take her to walk 2 km, we multiply the time it takes her to walk 1 km (10 minutes) by the number of kilometers she needs to walk (2 km).
10 minutes/km * 2 km = 20 minutes
Therefore, it will take Sarah approximately 20 minutes to walk to her friend's house.
To determine how long it will take Sarah to walk to her friend's house, we need to calculate the actual distance between the two locations using the map scale and then convert it to kilometers.
First, we need to convert the ratio scale to a usable form. The scale 1:50000 means that 1cm on the map represents 50000cm (or 500 meters) in reality.
Since the distance between Sarah's house and her friend's house on the map is 4cm, we can calculate the actual distance as follows:
Actual distance = 4cm * 500 meters/cm
Actual distance = 2000 meters
Now, we need to convert the distance from meters to kilometers. There are 1000 meters in 1 kilometer, so:
Actual distance in kilometers = 2000 meters / 1000 meters/km
Actual distance in kilometers = 2 kilometers
Finally, we can calculate the time it will take Sarah to walk the distance using the given average walking speed of 10 minutes per kilometer:
Time = Distance * Average walking time per kilometer
Time = 2 kilometers * 10 minutes/kilometer
Time = 20 minutes
Therefore, it will take Sarah approximately 20 minutes to walk to her friend's house based on the given information.