Question

A trader marked his goods at 17% above the cost price. He sold half the stock at the marked price, one-third at a discount of 20% on the marked price and the rest at a discount of 30% on the marked price, CP of the whole stock is $1,00,000.

Total Gain is~
a) ₹2,250
b) ₹4,000
c) ₹3,350
d) ₹4,250

Please Don't Give An wrong answer~

Answer 1

Step-by-step explanation:

Let The cost price of whole stock =Rs100

Then, Marked price of the stock =100+100×

100

20

=120

Marked price of \frac{1}{4} stock =Rs

4

120

=Rs30

Remaining stock=x−(

2

x

+

4

x

)=x−

4

3

x=

4

x

So Marked Price of remaining stock =Rs

4

120

=Rs30

∴S.P.ofhalfthestockatthemarkedprice=Rs60

S.P of the one quarter stock at the discount 20% on the marked price = 80% of marked price of 1/4th stock = 80% of 30 = 24

And S.P of remaining stock at the discount of 40% on the marked price = 60% of marked price of 1/4th stock = 60% of 30 = Rs 18

Thus the total S.P =Rs(60+24+18)=Rs102

Hence gain%=(102−100)=2%

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Answer 2

Answer:

can you show the solution of all the four parts