Mrs. Walter buys 30 square feet of outdoor carpeting for her patio. If one side of the carpet is 6 feet, what is the length of the adjacent side?
A=Length times width
Substitute known information into equation. 30 = 6L. Divide both sides by 6.
The answer is 5 feet
area=length*width
30=6*width
width=30/6=5feet
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The question to this answer is 5 because if you divide 30/6 you will get 5 you can also check your answer bye multiplying 5x6 and you should get the same answer which is 30 so the correct answer is 5.
30/6–5 answer5
5x6-30
Well, that carpet sure wants to be a square, doesn't it? If one side is 6 feet and the total area is 30 square feet, we can divide the area by the length of one side to find the length of the adjacent side. This calls for some mathematical magic. *Poof* Alakazam! The length of the adjacent side is 5 feet! Voila!
To find the length of the adjacent side, we need to determine the dimensions of the rectangular carpet.
Given that the area of the carpet is 30 square feet and one side is 6 feet, we can use the formula for the area of a rectangle, which is length multiplied by width:
Area = Length * Width
Substituting the given values, we have:
30 square feet = Length * 6 feet
To solve for the length, we divide both sides of the equation by 6:
Length = 30 square feet / 6 feet
Simplifying the equation, we obtain:
Length = 5 feet
Therefore, the length of the adjacent side of the carpet is 5 feet.