A cricketer who had scored 6000 runs in tests scored 3600 runs on the leg side and 2400 in the off side. You want the viewer to decide whether she is an off side or a leg side player. If you used a pie chart for this data, what are the angles corresponding to 3600 and 2400 runs respectively?
Answers
Answer:
leg side player
Step-by-step explanation:
because she is perfect in leg side cricket
To create a pie chart for this data, the leg-side sector should be 216° and the off-side sector should be 144°.
Given:
A cricketer who had scored 6000 runs in tests scored 3600 runs on the leg side and 2400 on the offside.
To find:
What are the angles corresponding to 3600 and 2400 runs respectively?
Solution:
To create a pie chart for this data, find the proportion of runs scored on the leg side and off side as follows
Leg side runs = 3600/6000 = 0.6
Off-side runs = 2400/6000 = 0.4
In a pie chart, the total angle is 360 degrees, and each sector angle is proportional to the data it represents.
So to find the angles corresponding to 3600 and 2400 runs multiply the proportion of runs on each side by 360 degrees:
Leg side angle = 0.6 x 360 = 216°
Off side angle: 0.4 x 360 = 144°
Therefore,
To create a pie chart for this data, the leg-side sector should be 216° and the off-side sector should be 144°.
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