The volleyball court -if it id 80 ft long and 50 ft wide, how would you find the dimensions of the court? Explain please! Remember that I am a 6th grader. Please don't give me a 10-12th grade answer.
You've already given the dimensions: 80 ft long and 50 ft wide.
Do you need to find the area?
I think. I am honestly not sure what to do.
To find the area, multiply the length times the width.
A = LW
A = 80 * 50
A = 4,000 square feet
If you need to find the perimeter (the distance around), then you need to add all four sides.
P = 2L + 2W
P = (2 * 80) + (2 * 50)
P = 160 + 100
P = 260 feet
Thank you!
You're welcome.
Sure! To find the dimensions of the volleyball court, we need to look at the given information. It says that the court is 80 ft long and 50 ft wide.
To understand what "80 ft long and 50 ft wide" means, let's visualize it. Imagine a rectangle-shaped court, where one side is 80 ft long and the other side is 50 ft wide. So, the court is longer from one end to the other, and not as wide.
Now, if you want to measure the dimensions of the court, you can simply use a measuring tape. Start at one end of the court and measure 80 ft to the other end. This will give you the length of the court.
Next, starting from one side of the court, measure 50 ft across to the other side. This will give you the width of the court.
So, to summarize:
- The volleyball court is 80 ft long from one end to the other.
- The volleyball court is 50 ft wide from one side to the other.
Remember, measurements are usually given using length and width, which describe the two sides of a rectangle or any other shape. I hope this explanation helps!