by sandeepgupta176 Mon Mar 08, 2010 12:30 pm
Thanks Amrita but I have found a better solution to the said problem...hope that helps you....
One Way
Assume 1 copy of newspaper A was sold and 0 copies of newspaper B was sold
P = Percentage of Copies A sold = 100
R = Percentage of Revenue from A = 100
By substituting the value of P we easily know that D is the only answer choice to equal 100.
Hence D.
Conventional Way
Let total number of papers be 100.
Hence, no. of newspaper A sold = p% of 100 = p
and no. of newspaper B sold = 100 - p.
Now r% of total revenue from papers comes from selling A.
Here total revenue from papers = p * 1 + (100 - p) * 1.25 = 125 - 0.25p
[revenue from A = p * 1 and from B = (100 - p) * 1.25]
Now %age of total revenue coming from A = revenue from A /total revenue * 100
= p/(125 - 0.25p) * 100
But it's already given that p/ (125-0.25p) *100 = r
Since all the answer options have p in the denominator, we'll have to remove 0.25 from the denominator. Simple observation leads us that multiplying by 400 will remove 0.25.
Hence, r = 400p/(500 - p). Ans (d)