Question

Help me in this question pleaseee?​

Answer 1

Explanation:

I can't draw here, but the table is simple :

we see in the frequency how many parts of the overall 360° of the full circle are applied to what type of shoes.

in total we have 11+8+6+2+9 = 36 parts to slot the 360° into.

so, each part is 360/36 = 10°.

Nike gets 11 parts = 11×10 = 110°. that is 11/36 of the whole circle.

Puma gets 8 parts = 8×10 = 80°. that is 8/36 = 2/9 of the whole circle.

Reebok gets 6 parts = 6×10 = 60°. that is 6/36 = 1/6 of the whole circle.

Gola gets 2 parts = 2×10 = 20°. that is 2/36 = 1/18 of the whole circle.

Adidas gets 9 parts = 9×10 = 90°. that is 9/36 = 1/4 of the whole circle.

Answer 2

See attachment.

Explanation:

A pie chart visually represents data in a circular format, where each slice corresponds to a proportion of the whole, providing a clear picture of how the data is distributed or composed in a dataset.

To construct a pie chart, first complete the given table.

Sum the frequencies:

`11 + 8 + 6 + 2 + 9 = 36`

Enter 36 in the total frequency box.

To calculate the fraction of each row, divide the frequency by the total frequency:

`\textsf{Nike:}\quad (11)/(36)`

`\textsf{Puma:}\quad (8)/(36)`

`\textsf{Reebok:}\quad (6)/(36)`

`\textsf{Gola:}\quad (2)/(36)`

`\textsf{Adidas:}\quad (9)/(36)`

The fraction total is one.

In a circle, there are 360°. Therefore, to find the angle of each slice of the pie chart, multiply the fraction that each slice represents by 360°:

`\textsf{Nike:}\quad (11)/(36)* 360^(\circ)=110^(\circ)`

`\textsf{Puma:}\quad (8)/(36)* 360^(\circ)=80^(\circ)`

`\textsf{Reebok:}\quad (6)/(36)* 360^(\circ)=60^(\circ)`

`\textsf{Gola:}\quad (2)/(36)* 360^(\circ)=20^(\circ)`

`\textsf{Adidas:}\quad (9)/(36)* 360^(\circ)=90^(\circ)`

The total angle is 360°.

Therefore, the completed table is:

`\begin{array}c\cline{1-4}\sf Favorite\;tennis\;shoes&\sf Frequency&\sf Fraction&\sf Angle\\\cline{1-4}\vphantom{\frac12}\sf Nike&11&(11)/(36)&110^(\circ)\\\cline{1-4}\vphantom{\frac12}\sf Puma&8&(8)/(36)&80^(\circ)\\\cline{1-4}\vphantom{\frac12}\sf Reebok&6&(6)/(36)&60^(\circ)\\\cline{1-4}\vphantom{\frac12}\sf Gola&2&(2)/(36)&20^(\circ)\\\cline{1-4}\vphantom{\frac12}\sf Adidas&9&(9)/(36)&90^(\circ)\\\cline{1-4}\sf Total&36&1&360^(\circ)\\\cline{1-4}\end{array}`

To construct the pie chart, draw a circle and divide it into sectors according to the given angles (see attachment).