A dealer buys a table listed at Rs. 1,500 and gets successive discounts of 20% and 10%. He spends Rs. 20 on transporta tion and sells it at a profit of 20%. Find the selling price of the table.

Options

A. Rs. 1,420
B. Rs 1,300
C. Rs, 1,320
D. Rs. 1,380

Answer

To solve the problem step by step, we will calculate the effective price of the table after applying the successive discounts, adding the transportation cost, and then calculating the selling price based on the desired profit margin.

### Step 1: Calculate the first discount
The listed price of the table is Rs. 1500. The first discount is 20%.

First discount amount = 20% of Rs. 1500
= (20/100) × 1500
= Rs. 300

### Step 2: Calculate the price after the first discount
Price after the first discount = Listed Price - First Discount
= 1500 - 300
= Rs. 1200

### Step 3: Calculate the second discount
The second discount is 10% on the new price (after the first discount).

Second discount amount = 10% of Rs. 1200
= (10/100) × 1200
= Rs. 120

### Step 4: Calculate the price after the second discount
Price after the second discount = Price after first discount - Second Discount
= 1200 - 120
= Rs. 1080

### Step 5: Add the transportation cost
The dealer spends Rs. 20 on transportation.

Total cost price = Price after second discount + Transportation cost
= 1080 + 20
= Rs. 1100

### Step 6: Calculate the selling price with profit
The dealer wants to sell the table at a profit of 20%.

Selling Price = Total Cost Price + Profit
Profit = 20% of Total Cost Price
= (20/100) × 1100
= Rs. 220

Selling Price = Total Cost Price + Profit
= 1100 + 220
= Rs. 1320

### Final Answer
The selling price of the table is Rs. 1320.

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