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The following pie-charts show the distribution of expenses over six different items A, B, C, D, E and F of a person for July and August 2012. She spentΒ βΉ 27,000 in July andΒ βΉ 30,000 in August, 2012


Read the charts and answer the questions
The sum of the difference between the expenditurers in july and August on items C and that of F as a percentage of the change in total expenditure between the two months is
Amount Spent on C in July =Β $$\frac{45}{360}$$ of Total expense i.e.Β $$\frac{45}{360}\times\ 27000\ =\ 3375$$.
Amount spent on F in July =Β $$\frac{45}{360}\times\ 27000\ =\ 3375$$.
Amount spent on C in August =Β $$\frac{36}{360}\times\ 30000\ =\ 3000$$.
Amount spent on F in August =Β $$\frac{54}{360}\times\ 30000=4500$$.
Difference in expenditures of C = |3375 - 3000| = 375Β
Difference in expenditures of F = |4500 - 3375| = 1125
Sum of differences = 1500 and Total change in expenditures for the 2 months = 30000 - 27000 = 3000.
Now, percentage of Sum of differences on Total change =Β $$\frac{1500}{3000}\times\ 100\ =\ 50\%$$.
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