The fixed cost of running a magazine is Rs. 30,000 per month. The cost of paper and ink is Rs. 100 per 500 copies and printing cost is Rs. 200 per 500
copies. In the last month 20,000 copies were printed but only half of those could be sold at Rs. 4 each. There is one more source of income for the
magazine, which is advertising. If the total profit was 25% of the revenue from selling copies, what sum of money was obtained by advertising in the
magazine?
Pick ONE option
A) Rs. 14500
B) Rs. 12000
RS. 11500
D) Rs. 13500
Answers
Answered by
2
Answer:
Set up cost = Rs. 2800
Paper etc = Rs. 1600
Printing cost = Rs. 3200
Total cost = Rs. 7600
Total sale price = 1500 × 5 = 7500
Let amount obtained from advertising be x then,
(7500 + x) - 7600 = 25% of 7500
x = 1975
Step-by-step explanation:
Answered by
0
Answer:
B). ₹ 12000
Step-by-step explanation:
Total cost = Fixed cost + variable Cost
Total cost = 30000 + (( 20000/500)(100+200))
TC = 42000
SP = 10000 × 4 = 40000
Profit = sp - cp
40000 × .25 = (40000 + A) - 42000
A = 12000
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