Question

lloyda is eating at a restaurant with three friends. they want to choose at random who will order first. if you use a spinner with equal - sized sections, how many equal - sized sections should the spinner have? options: 1/4, 1, 3, 4

Explanation:

Step1: Determine the total number of people

Lleovdcha plus three friends gives a total of \(1 + 3=4\) people.

Step2: Relate to spinner sections

To randomly choose one person to order first, the spinner should have a number of equal - sized sections equal to the number of people. So the spinner should have 4 equal - sized sections.

Answer:

4 (Wait, correction: To choose among 4 people (Lleovdcha + 3 friends = 4), the spinner should have 4 equal - sized sections. But let's re - evaluate the problem. If it's Lleovdcha and three friends, that's a total of 4 people. So to randomly choose one of them to order first, the spinner needs to have a number of sections equal to the number of people. So if there are 4 people (Lleovdcha + 3 friends), the spinner should have 4 equal - sized sections. But maybe I misread the number of friends. Wait, the problem says "with three friends", so total people are 1 (Lleovdcha) + 3 (friends) = 4. So the spinner should have 4 equal - sized sections. But let's check the options. If the options are 1, 3, 4 (as per the bottom of the image), then the correct answer is 4. )