a fruit seller buys 100 kg apples at the rate of 20 per kg he sold 2/5 of the apples at a loss of 7%. at what rate must he sell the remaining apples to make a profit of 15% on the sale of the all the apples ?
Answers
29.66% is the rate he must sell the remaining apples to make a profit of 15% on the sale of the all the apples.
Step-by-step explanation:
Given that,
C.P. of apple = Rs.20per Kg
so,
C.P. of 100kg apples = 100 * Rs. 20 = Rs. 2000
2/5 of 100 kg = 2/5 * 100 = 40Kg
Given that,
Selling price of 40 kg = 93% of C.P of 40 kg
= 93/100 * (40 * 20)
= 93/100 *800
= Rs. 744
To find,
Required S.P. to get total profit 15%
= 115 % of total cost price
= 115/100 * 2000
= Rs. 2300
∴ S.P. of remaining 60 kg
= Rs. 2300 - Rs. 744
= Rs. 1556
Hence,
Required profit = Rs. 1556 - Rs. 1200
= Rs. 356
Profit % = profit/C.P. * 100
= 356/1200 * 100
= 29.66%
Learn more: Find the profit percent
brainly.in/question/6227667
Given:
A fruit seller buys 100 kg apples at the rate of 20 per kg he sold 2/5 of the apples at a loss of 7%.
To find:
At what rate must he sell the remaining apples to make a profit of 15% on the sale of the all the apples ?
Solution:
From the given information, we have the data as follows.
A fruit seller buys 100 kg apples at the rate of 20 per kg he sold 2/5 of the apples at a loss of 7%.
Cost of 20 apples = 20 × 100 = 2000
To make a profit of 15% the SP of the apples
= 2000 × 1.15
= 2300.
Sale Price of 2/5 of apples
= 800 × 0.93
= 744
If the overall profit should be 15% then, the apples should be sold for
= 2300 - 744
= 1556
Therefore the sale price of apples, 1556/60 = 25.93