Question 13 Marks
The adjoining pie-diagram shows the percentage distribution of the expenditure incurred in publishing a book. Study the diagram and answer the questions:
(a) If for certain quantity of books, the publisher has to pay ₹ 30,600 as printing, then what will be the amount of royalty to be paid for these books?
(b) What is the central angle of the sector corresponding to the expenditure incurred on Royalty?
(a) If for certain quantity of books, the publisher has to pay ₹ 30,600 as printing, then what will be the amount of royalty to be paid for these books?
(b) What is the central angle of the sector corresponding to the expenditure incurred on Royalty?
Answer

(a) Let the total cost for certain quantity of books be ₹ ‘x’
Printing cost = 20% of x
$30600=\frac{20}{100} \times x$
$\frac{30600 \times 100}{20}=x$
x = ₹ 1,53,000
Royalty paid for these books = 15% of total cost
$=\frac{15}{100} \times 153000$
= 15 × 1530
= ₹ 22,950
(b) Measure of central angle for Royalty
$=\frac{15}{100} \times 360=54^{\circ}$
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(a) Let the total cost for certain quantity of books be ₹ ‘x’
Printing cost = 20% of x
$30600=\frac{20}{100} \times x$
$\frac{30600 \times 100}{20}=x$
x = ₹ 1,53,000
Royalty paid for these books = 15% of total cost
$=\frac{15}{100} \times 153000$
= 15 × 1530
= ₹ 22,950
(b) Measure of central angle for Royalty
$=\frac{15}{100} \times 360=54^{\circ}$