A man saves Rs. 32 during the first year, Rs. 36 in the second year and in this way he increases his savings by Rs. 4 every year. Find in what time his saving will be Rs. 200.

Explanation

To solve the problem step by step, we can follow these steps:

### Step 1: Identify the savings pattern
The man saves Rs. 32 in the first year and Rs. 36 in the second year. He increases his savings by Rs. 4 every year. Therefore, his savings can be represented as an arithmetic progression (AP).

### Step 2: Define the first term and common difference
Let:
- First term (a) = 32 (savings in the first year)
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