If a pie chart were created to represent the distribution of smartphone preferences among 500 individuals, and 320 participants favor Android, what would be the degree measurement for the central angle that represents the proportion of Android users?

To determine the degree measurement for the central angle representing the proportion of Android users, we need to calculate the percentage of individuals who favor Android out of the total number of participants and convert it into degrees.

First, find the percentage of individuals who favor Android:

Percentage of Android users = (Number of Android users / Total number of participants) * 100

Percentage of Android users = (320 / 500) * 100 = 64%

Second, calculate the degree measurement:

Degree measurement = Percentage * 360°

Degree measurement = 64% * 360° = 230.4°

Therefore, the degree measurement for the central angle representing the proportion of Android users in the pie chart would be approximately 230.4°.

To find the degree measurement for the central angle that represents the proportion of Android users, we can use the formula:

(degrees of the central angle) = (proportion/total) x 360 degrees

In this case, the proportion of Android users is 320 out of 500 individuals. Thus, the central angle measure for Android users would be:

(degrees of the central angle) = (320/500) x 360 degrees

= 0.64 x 360 degrees

= 230.4 degrees

Therefore, the degree measurement for the central angle that represents the proportion of Android users would be approximately 230.4 degrees.