If he divides his land into square fields that are 1/3 mile long and 1/3 mile wide how many fields will he have
Insufficient data.
can't tell, but each small field will be 1/9 mi^2
Maybe that will help ...
To find out how many square fields he will have, we need to calculate the number of fields that can fit in the given area.
First, since each field is 1/3 mile long and 1/3 mile wide, the area of each field can be found by multiplying the length by the width:
Area of each field = (1/3 mile) x (1/3 mile) = 1/9 square mile
Next, suppose the total land area is L square miles. To find the number of fields, we need to divide the total land area by the area of each field:
Number of fields = Total land area / Area of each field
Now, let's assume the total land area is 1 square mile for simplicity:
Number of fields = 1 square mile / (1/9 square mile) = 9 fields
Therefore, if he divides his land into square fields that are 1/3 mile long and 1/3 mile wide, he will have 9 fields.