Lebron wants to put a fence around a community garden plot. the plot is a rectangular shape with a length twice as long as its width. if the plot has an area of 200 feet squared (200ft2), how many feet of fencing will lebron need?

60 feet of fencing

Step-by-step explanation:

Let x feet be the width of the garden plot, then 2x feet is the length of  the garden plot.

The area of the garden plot is

Find the perimeter of the rectangular garden plot:

The length of the fence that Lebron requires is:

Step-by-step explanation:

Since the land is mentioned to be rectangular twice as long as it is wide, it must be calculated taking into account the given area of 200 square feet, which can be done using the following formula:

The formula is replaced based on a single variable:

Performing the multiplication we obtain:

Pass the number you are multiplying to divide on the other side of equality:

To eliminate the square, the square root is taken from both sides of the equality:

Since the length is twice the width then:

Having the dimensions, the Perimeter can be calculated, which is the length that surrounds the terrain, which is calculated for rectangles such as:

By replacing you get:

a) 7x=7

step-by-step explanation: