Use the information to answer the question.
A spinner contains 10 equal-sized sections. The sections are colored red, green, black, or orange. The spinner is spun 50 times. The spinner
landed on:
• red 19 times
green 11 times
• black 4 times
orange 16 times
Based on these results, how many sections are most likely each color on the spinner? Enter the answers in the boxes.
Color Number of Spinner Sections
Red
Green
Black
Orange
Based on the results of the spinner, the number of spinner sections for each color can be estimated as follows:
Red: The spinner landed on red 19 times out of 50 spins. To find the estimated number of red sections on the spinner, divide the number of times red occurred by the total number of spins and multiply by the total number of spinner sections: (19/50) x 10 = 3.8. Rounded, this suggests there are most likely 4 red sections on the spinner.
Green: The spinner landed on green 11 times out of 50 spins. Following the same calculation as above, (11/50) x 10 = 2.2. Rounded, this suggests there are most likely 2 green sections on the spinner.
Black: The spinner landed on black 4 times out of 50 spins. Following the same calculation, (4/50) x 10 = 0.8. Rounded, this suggests there is most likely 1 black section on the spinner.
Orange: The spinner landed on orange 16 times out of 50 spins. Following the same calculation, (16/50) x 10 = 3.2. Rounded, this suggests there are most likely 3 orange sections on the spinner.
So, the estimated number of sections for each color is:
Red: 4 sections
Green: 2 sections
Black: 1 section
Orange: 3 sections