Rajesh purchased a mobile phone and a refrigerator for Rs12000 and Rs10000 respectively. She sold the refrigerator at a loss of 15 per cent and mobile phone at a profit of 10 per cent. What is her overall loss/profit?

Options

A. Loss of Rs 300
B. Profit of Rs 2160
C. Loss of Rs 240
D. Profit of Rs 2060

Answer

To solve the problem step by step, let's break it down into manageable parts.

### Step 1: Determine the Cost Price of Each Item
- Rajesh purchased a mobile phone for Rs 12,000.
- Rajesh purchased a refrigerator for Rs 10,000.

**Total Cost Price (CP)** = Cost Price of Mobile Phone + Cost Price of Refrigerator
= Rs 12,000 + Rs 10,000
= Rs 22,000

### Step 2: Calculate the Selling Price of the Refrigerator
- The refrigerator is sold at a loss of 15%.

**Loss on Refrigerator** = 15% of Cost Price of Refrigerator
= 15% of Rs 10,000
= (15/100) * 10,000
= Rs 1,500

**Selling Price (SP) of Refrigerator** = Cost Price of Refrigerator - Loss
= Rs 10,000 - Rs 1,500
= Rs 8,500

### Step 3: Calculate the Selling Price of the Mobile Phone
- The mobile phone is sold at a profit of 10%.

**Profit on Mobile Phone** = 10% of Cost Price of Mobile Phone
= 10% of Rs 12,000
= (10/100) * 12,000
= Rs 1,200

**Selling Price (SP) of Mobile Phone** = Cost Price of Mobile Phone + Profit
= Rs 12,000 + Rs 1,200
= Rs 13,200

### Step 4: Calculate the Total Selling Price
**Total Selling Price (SP)** = Selling Price of Refrigerator + Selling Price of Mobile Phone
= Rs 8,500 + Rs 13,200
= Rs 21,700

### Step 5: Determine Overall Profit or Loss
**Overall Profit or Loss** = Total Selling Price - Total Cost Price
= Rs 21,700 - Rs 22,000
= Rs -300

Since the result is negative, it indicates a loss.

### Conclusion
Rajesh incurred an overall loss of Rs 300.

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