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IBPS PO Mains 2018 Paper for online practice
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© examsnet.com
Question : 105
Total: 155
Ratio between marked price of two piano xx to piano yy
is 4 : 5. Shopkeeper allowed d% discount on piano xx and (d + 18) % discount on piano yy, so selling price of both
piano becomes equal. If shopkeeper made a profit of 20% on piano xx and 25% on piano yy and profit made on
piano yy is ₹ 384 more than that of piano xx, then find the cost price of piano xx and piano yy respectively?
₹ 9000 ₹ 8400
₹ 9600 ₹ 9216
₹ 9800 ₹ 9012
₹ 9600 ₹ 8488
₹ 9200 ₹ 9216
Validate
Solution:
Let marked price of Piano XX and YY be 400x and 500x respectively
ATQ—
400x ×
(
100
−
d
)
100
= 500x ×
(
100
−
d
−
18
)
100
400 – 4d = 410 – 5d
d = 10%
Cost price of Piano XX =
400
x
×
90
100
120
×
100
= ₹ 300x
Cost price of Piano YY =
500
x
×
(
100
−
28
)
100
125
×
100
= ₹ 288x
ATQ—
(
500
x
−
72
100
−
288
x
)
-
(
400
x
×
90
100
−
300
x
)
= 384
72x – 60x = 384
x = 32
Cost price of Piano XX = 32 × 300 = ₹ 9600
Cost price of Piano YY = 32 × 288 = ₹ 9216
© examsnet.com
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