The dimensions of the rectangle if the ratio of the length to the width is 7 : 5. The best equation to use to solve this problem is [tex]\rm 2(7x)+2(5x)=96[/tex]
Given:
Perimeter=96ft
Length : Breadth=7:5
To find the equation we would need to make an equation according to the given condition.
What is Dimension in Rectangle?
The two major dimensions of any Rectangle is Length & Breadth. We measure these in feet or inches with a tape or ruler after that we can calculate Area or perimeter we can also make our calculations easier by converting it to decimals to remove extra works with fractions.
Here according to the given questions,
Assume the number be x so the ratio will become 7x:5x
Here now lets put breadth = 7x, and length = 5x
we will solve further then we will get the equation as
⇒ [tex]\rm 2(7x)+2(5x)=96[/tex]
Therefore, The dimensions of the rectangle if the ratio of the length to the width is 7 : 5 ,
The best equation to use to solve this problem is⇒ [tex]\rm 2(7x)+2(5x)=96[/tex]
Learn more about Perimeter here:
brainly.com/question/7134956
