If a trader estimates his loss as 10% of the selling price, what is hi...
(cp – sp)/sp = 10/100
10cp = 11sp, now let cp = 1
So cp of 11 items = 11 and sp = 10, loss percent = (1/11)*100 = 100/11 %
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If a trader estimates his loss as 10% of the selling price, what is hi...
Explanation:
To solve this problem, we can assume a selling price and calculate the corresponding loss based on the given estimation. Let's assume the selling price is $100.
Step 1: Calculate the estimated loss:
According to the given estimation, the trader estimates his loss as 10% of the selling price. So, the estimated loss would be 10% of $100, which is $10.
Step 2: Calculate the real loss percent:
To calculate the real loss percent, we need to find the actual loss as a percentage of the selling price. Let's assume the actual loss is x% of the selling price.
The selling price is $100, and the actual loss is x% of $100, which can be written as (x/100) * $100.
Since the estimated loss is $10, we can set up the equation:
(x/100) * $100 = $10
Simplifying the equation, we get:
x = ($10 * 100) / $100
x = 10%
Therefore, the real loss percent is 10%.
Now, let's check the answer options:
a) 100/9%: This is not equal to the calculated real loss percent of 10%.
b) 100/11%: This is equal to the calculated real loss percent of 10%. Hence, this is the correct answer.
c) 100/13%: This is not equal to the calculated real loss percent of 10%.
d) 100/7%: This is not equal to the calculated real loss percent of 10%.
e) None of these: The correct answer is option B, so this option is incorrect.
Therefore, the correct answer is option B) 100/11%.