Amy is going to use 20 m of fencing to sense of of a rectangle or feel to grow vegetables she is considering using three fields with the width of 3 m 4 m is 5 m which field behold the most vegetables
To find out which field will yield the most vegetables, we need to calculate the area of each field. The formula for the area of a rectangle is:
Area = length x width
Field 1:
Length = 7m (20m of fencing - 3m of width on each side)
Width = 3m
Area = 7m x 3m = 21m²
Field 2:
Length = 6m (20m of fencing - 4m of width on each side)
Width = 4m
Area = 6m x 4m = 24m²
Field 3:
Length = 5m (20m of fencing - 5m of width on each side)
Width = 5m
Area = 5m x 5m = 25m²
Therefore, Field 3 with a width of 5m will yield the most vegetables as it has the largest area of 25m².
I’m 20,000 leagues under the sea what sweet treat do annrox and his companions discover on their exploration
"20,000 Leagues Under the Sea" is a classic novel written by Jules Verne in which a professor, his assistant, and a harpooner are taken on a submarine journey by Captain Nemo. While they do discover many interesting things in their journey, they do not discover any sweet treats. The focus of the novel is on the exploration of the deep sea and the adventures they encounter along the way.
To determine which field can hold the most vegetables, we need to compare the areas of the three fields. The formula for finding the area of a rectangle is length multiplied by width.
To start, let's calculate the areas of the three fields using the given widths:
Field 1:
Width = 3 m
Length (unknown) = (20 m - 2 * 3 m) / 2 (because two sides of the rectangle will have a length equal to the width of the other two sides removed from the total fencing)
Field 2:
Width = 4 m
Length (unknown) = (20 m - 2 * 4 m) / 2
Field 3:
Width = 5 m
Length (unknown) = (20 m - 2 * 5 m) / 2
Now, let's calculate the lengths of each field:
Field 1:
Length = (20 m - 6 m) / 2 = 14 m / 2 = 7 m
Field 2:
Length = (20 m - 8 m) / 2 = 12 m / 2 = 6 m
Field 3:
Length = (20 m - 10 m) / 2 = 10 m / 2 = 5 m
Next, let's calculate the areas of each field:
Field 1:
Area = Length * Width = 7 m * 3 m = 21 m^2
Field 2:
Area = Length * Width = 6 m * 4 m = 24 m^2
Field 3:
Area = Length * Width = 5 m * 5 m = 25 m^2
By comparing the areas, we can see that Field 3, with a width of 5 m and a length of 5 m, will be able to hold the most vegetables as it has the largest area of 25 square meters.