A farmer owns a field with an area of 0.91 km2. The farmer buys another field with an area of 67,000 m2. What is the total area of the fields he now owns in km2?
You sure the first area is .91 km^2?
.91 + 67,000/1000 = km^2
To find the total area of the fields in km², we need to convert the area of the second field from m² to km² and then add it to the area of the first field.
The area of the first field is 0.91 km².
To convert the area of the second field from m² to km², we divide it by 1,000,000 since there are 1,000,000 m² in 1 km².
So, the area of the second field in km² is:
67,000 m² / 1,000,000 = 0.067 km²
Now, we can add the two areas together to find the total area:
0.91 km² + 0.067 km² = 0.977 km²
Therefore, the farmer now owns a total area of 0.977 km².
To find the total area of the fields the farmer now owns, we need to convert the area of each field to the same unit of measurement (km2) and then add them together.
Given:
Area of the first field = 0.91 km2
Area of the second field = 67,000 m2
First, let's convert the area of the second field from m2 to km2. Since 1 km2 is equal to 1,000,000 m2, we divide the area in m2 by 1,000,000 to get the area in km2:
Area of the second field in km2 = 67,000 m2 ÷ 1,000,000 = 0.067 km2
Now that we have both areas in km2, we can add them together to get the total area:
Total area = Area of the first field + Area of the second field
= 0.91 km2 + 0.067 km2
= 0.977 km2
Therefore, the total area of the fields the farmer now owns is 0.977 km2.