A rectangular flower bed is 14 feet long and 16 feet wide. Rose bushes cover 75 percent of the area of the flower bed. How many square feet is planted in a rose bush

Respuesta :

Answer:

[tex]168ft^2[/tex]

Step-by-step explanation:

First we need to fin the area of the rectangular flower bed:

[tex]area=length*width[/tex]

and we know that the length is:

[tex]length=14ft[/tex]

and the width:

[tex]width=16ft[/tex]

so the total area is:

[tex]area=14ft*16ft\\area=224ft^2[/tex]

Since 75% of the area is covered with rose bushes, we need to find how much is 75% out of the [tex]224ft^2[/tex] .

To find this percentage, we divide the total area by 100, and multiply by 75:

[tex]RosesArea=\frac{224ft^2}{100}(75) \\\\RosesArea=2.24ft^2(75)\\\\RosesArea=168ft^2[/tex]

there are 168 square feet covered with rose bushes.