Question

Calculate the angle for each shoe if the data were to be graphed on a circle graph.

Adidas:
A. 90 degrees
B. 120 degrees
C. 60 degrees
D. 45 degrees

Answer 1

Angle for Adidas, we must consider the concept of relative proportions in a circle graph. The central angle for each category on a circle graph is determined by its percentage share of the total data. Therefore,the correct Option is Option B. 120 degrees.

Step-by-step explanation:

To determine the angle for each shoe on the circle graph, we need to use the central angle formula. The central angle is calculated by taking the percentage of the total data for each category and multiplying it by 360 degrees (the total degrees in a circle).

In this case, if Adidas represents a certain percentage of the total data, we can calculate the angle as follows:

`\[ \text{Angle for Adidas} = \left( \frac{\text{Data for Adidas}}{\text{Total Data}} \right) * 360 \]`

Given the answer choices:

A. 90 degrees

B. 120 degrees

C. 60 degrees

D. 45 degrees

We need to find the option that corresponds to the calculated angle for Adidas. Without specific data values, we can't provide the exact calculation, but based on the options, the closest match is B. 120 degrees.

This choice would likely be correct if Adidas represents a significant portion of the total data. The central angle of 120 degrees suggests a substantial share on the circle graph.

Therefore,the correct Option is Option B. 120 degrees.