Suppose that the area of a square lawn is mc006-1.jpg. What is the length of one side of the lawn?
no idea - can't see your picture.
but, if the area is x, the each side is √x
To find the length of one side of the square lawn, we need to take the square root of the given area.
Let's assume the area of the square lawn is represented by "A".
Given that the area is mc006-1.jpg, we have:
A = mc006-1.jpg
To find the length of one side, let's represent it as "s".
Given that a square has all equal sides, we can say:
s = s = s = s
Squaring both sides, we get:
A = s^2
Now, let's substitute the given area value in terms of A:
A = s^2
mc006-1.jpg = s^2
To find s, we need to take the square root of both sides:
√(mc006-1.jpg) = √(s^2)
s = √(mc006-1.jpg)
Hence, the length of one side of the square lawn is √(mc006-1.jpg).
To find the length of one side of the square lawn, we need to calculate the square root of the area given.
In this case, the area of the lawn is mc006-1.jpg.
To find the length of one side:
1. Take the square root of the area:
Length of one side = √(Area)
2. Substitute the given area value into the formula:
Length of one side = √(mc006-1.jpg)
Here, I am assuming that mc006-1.jpg is the numerical value given for the area. You can replace it with the actual numerical value you have.
Using a calculator or mathematical software, compute the square root of the given area, and that will give you the length of one side of the square lawn.