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Two vendors calculate their profit percentage on the cost price and selling price, respectively. What will be the difference between the profits (in ₹) if both the vendors declare a profit of 28% on the goods sold for ₹3,200?

A196

B700

C548

D896

Answer:

A. 196

Read Explanation:

Selling Price (SP) = ₹3200
Profit declared = 28%

Vendor 1: Profit on Cost Price

SP=1.28×CPSP = 1.28 \times CP
CP=32001.28=2500CP = \frac{3200}{1.28} = 2500
Profit = 3200 − 2500 = ₹700

Vendor 2: Profit on Selling Price

Profit=28\text{Profit} = 28% \text{ of } 3200 = 896
Difference between profits

896700=196896 - 700 = 196
Final Answer: ₹196


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