if Marked price is 800( for all) sp of
(B+ D)=sp of (A+C) and ratio discount
between B and C= 9:7, Discount on A and
D is 20% and 16% respectivey •Profit %
of c = 50/3%. Find the cost price
of 'C'
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Step-by-step explanation:
Marked price of A= Marked price of B= Marked price of C = Marked price for D= ₹ 800
Let the discount on B be 9x% and the discount on C be 7x%
SP of B=₹(9x/100×800)=₹ 72x
SP of C=₹(7x/100×800)=₹ 56x
Discount on A=20%
SP of A=₹(20/100×800)=₹160
SP of D=₹(16/100×800)=₹128
ATQ,
SP.of (B+D)=SP of (A+C)
=>72x+128=56x+160
=>16x=32
=>x=2
SP of C=₹(56×2)=₹112
Profit % of C=50/3%
CP of C=100/(100+profit %)×SP=₹{100/(100+50/3)×112}=₹(300/350×112)=₹(6/7×112)=₹96____(ans)
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