Directions : The following questions are based on the pie-chart given below. Study the pie-chart and answer the questions.
Question 1: The central angle for the sector on “Paper-Cost” is
Question : If the ‘Printing-cost’ is Rs. 17500, the royalty paid is
Question 3: If the “miscellaneous expenses” are Rs.6000, how much more are ‘binding and cutting charges” then ‘Royalty?
Question 4: The central angle corresponding to the sector on “Printing Cost” is more than that of “Advertisement Charges” by:
Question 5: The “Paper Cost” is approximately what per cent of “Printing cost”?
Answers and Explanations
Answer 2: b The printing cost is 35% of the total cost and it is given that the printing cost is Rs 17500. Hence, 35% of the total cost is Rs 17500. => Total cost = (17500/35) x 100 = Rs. 50000 Now, the royalty costs 15% of the total cost. Hence, Royalty = Total cost = (15/100) x 50000 = Rs. 7500 Hence, the answer is option b.
Answer 3: c Miscellaneous expenses are 4% of the total cost and it is given that the miscellaneous expenses is Rs 6000. Hence, 4% of the total cost is Rs 6000 => Total cost = (6000/4)x100 = Rs. 150000 In terms of percentage, the binding and cutting charges are 3% more than royalty. Hence, the difference between binding and cutting charges and royalty = (3/100)x 150000 = Rs. 4500 Hence, the correct answer is option c.
Answer 4: b In terms of percentage share, the Printing cost is 17% more than the Advertisement charges.The central angle of the whole circle is of 3600 and it represent 100% cost. So, the required difference = (360/100) x 17 = 61.200 Hence, the correct answer is option b.
Answer 5: b The data is given as a pie chart. So to calculate the required percentage, we do not need the actual amount spent as it will be cancelled out in the final calculations. The paper cost is 10% and printing cost is 35% of the total cost. Hence, the required percentage = (10/35)x 100 = 28.5% Thus, the correct option is (b).