An orange vendor makes a profit of 20% by selling oranges at a certain price. if he charges Rs. 1.2 higher per orange he would gain 40%. find the original price at which he sold the orange a) 5 b.)4.8 c.) 6 d.)none of these
@Michele_Laino
Trying to understand how to account for the 40%,
Profit = selling price - cost to producer
Let x = selling price y = cost to distributor .20x = x - y .40x = (x+1.2) - y
y=?
u mean \(c\)
just to give you an idea of how this comes about, first use a simple example profit = selling price - cost 20 rands = 100 rands - 80 rands
oops, rupees
20 is 20% of 100
by the way option \(b\) and \(c\) both are given wronh
*wrong
what do you mean
I was feeling D
it is giving option \(d\) as right
none of the options increased by 1.2 were a 40% gain anyways
there are two selling prices here
ok maybe it makes more sense to say profit percent based on cost
Let x = original selling price y = cost to producer profit = selling price - cost .2y = x - y .4y = ( x + 1.2) - y
http://www.wolframalpha.com/input/?i=solve+.2y+%3D+x+-+y%2C+.4y+%3D+%28+x+%2B+1.2%29+-+y+
\(cool ~thats ~correct\)
Check: selling price 7.2 Rs. - cost of 6 Rs. = 1.2 Rs. selling price 8.4 Rs. - cost 6 Rs. = 2.4 Rs. 1.2 Rs. is 20% of 6 Rs. 2.4 Rs. is 40% of 6 Rs.
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