A pie chart shows a sector of 75 degree,and this sector represents of Rs.14,400.If the whole circle represents the total income of a man,find his total income.

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Solution

As per the pie chart, 75^o is equivalent to Rs 14,400
Thus, 1^o is equivalent to $R s \frac{14400}{75} = R s 192$
The sum of all angles of the sectors of a pie chart is 360^o
Now, 360^o is equivalent to $R s 192 \times 360 = R s 69, 120$
Thus, the man's total income is Rs 69,120

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A pie chart shows a sector of 75 degree,and this sector represents of Rs.14,400.If the whole circle represents the total income of a man,find his total income.

As per the pie chart, 75o is equivalent to Rs 14,400 Thus, ​1o is equivalent to Rs1440075=Rs192 The sum of all angles of the sectors of a pie chart is 360o Now, ​360o is equivalent to Rs192×360=Rs69,120 Thus, the man's total income is Rs 69,120

As per the pie chart, 75^o is equivalent to Rs 14,400
Thus, 1^o is equivalent to $R s \frac{14400}{75} = R s 192$
The sum of all angles of the sectors of a pie chart is 360^o
Now, 360^o is equivalent to $R s 192 \times 360 = R s 69, 120$
Thus, the man's total income is Rs 69,120