Question

an adjustable water sprinkler the sprays water in the circular pattern is placed in the center of a square field his areas 1,250 ft.² What is the shortest video setting that can be used at field is to be completely enclosed within the circle?

Answer 1

What?

Answer 2

It's an application problem in my college algebra book and the word video is supposed to be radius

Answer 3

lol

Answer 4

I'm sorry i don't know this

Answer 5

I whish i could help

Answer 6

Eh it's okay

Answer 7

It sounds like the problem is describing a square inscribed in a circle, like this:

To find the radius of the circle, you have to find the distance from the center of the square to its corner.
To do that first find the length of one side of the square: the square root of the area. Take that length and multiply by root 2 to get the length of the diagonal. Divide that by two and you have it.