The pie chart given below shows the number of votes received by 5 candidates in an election. The number of votes received by any particular candidate is shown as a percent of the total number of votes received by all five candidates.

What is the difference between the central angle formed by the sectors of C3 and C1?

This question was previously asked in

Delhi Forest Guard Previous Paper 2 (Held on: 7 March 2021 Shift 1)

- 144 degree
- 38.4 degree
- 21.6 degree
- 72 degree

Option 3 : 21.6 degree

**Given:**

The percentage of the total number of votes received by C1 = 24%

The percentage of the total number of votes received by C3 = 30%

**Calculation:**

The total number of votes received by C1(in degree) = 24/100 × 360 = 86.4°

The total number of votes received by C3 (in degree) = 30/100 × 360 = 108°

Difference = 108 - 86.4 = 21.6°

**∴ The difference between the central angle formed by the sectors of C3 and C1 is 21.6° **

The difference (in degree) = (30 - 24)/100 × 360 = 21.6°

∴ The difference between the central angle formed by the sectors of C3 and C1 is 21.6°

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