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Cost of paper for a week under the heads raw material, labour,direct production,and others were 23,18,32,17 respectively what is the difference between the central angles for the largest and smallest components of cost of the paper ?
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Cost of paper for a week under the heads raw material, labour,direct p...
Calculation of Central Angles


  • Raw Material: 23/100 x 360 = 82.8 degrees

  • Labour: 18/100 x 360 = 64.8 degrees

  • Direct Production: 32/100 x 360 = 115.2 degrees

  • Others: 17/100 x 360 = 61.2 degrees



Difference between Central Angles


  • Largest Central Angle: 115.2 degrees (Direct Production)

  • Smallest Central Angle: 61.2 degrees (Others)

  • Difference: 115.2 - 61.2 = 54 degrees



The central angle is the angle subtended at the center of the circle by an arc of a given length. In this case, we are calculating the central angles for the different components of the cost of paper for a week. The largest central angle is for direct production, which accounts for 32% of the cost, while the smallest central angle is for others, which accounts for 17% of the cost. The difference between the largest and smallest central angles is 54 degrees.


The central angle is a useful tool for comparing the relative sizes of different components of a whole. By calculating the central angles for each component of the cost of paper, we can see which components are the largest and smallest, and how they compare to each other. This information can be used to identify areas where cost savings may be possible, or to allocate resources more effectively.
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Cost of paper for a week under the heads raw material, labour,direct production,and others were 23,18,32,17 respectively what is the difference between the central angles for the largest and smallest components of cost of the paper ?
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