The problem can be solved using the depreciation formula: 𝐴=𝑃(Step 1: Define the variables and formula 1−𝑟)𝑛 Where: • 𝐴= Present value = Rs. 9680 • 𝑃= Original price (what we need to find) • 𝑟= Annual depreciation rate = 12% or 0.12 • 𝑛= Number of years = 2 Step 2: Substitute the values and solve for P Substitute the given values into the formula and rearrange it to solve for 𝑃 : 9680=𝑃(1−0.12)2 9680=𝑃(0.88)2 9680=𝑃(0.7744) To find the original price 𝑃, divide the present value by the calculated depreciation factor: 𝑃=9680/0.7744 𝑃=12500 Answer: The price at which the article was purchased is Rs. 12500.
The value of an article which was purchased 2 years ago, depreciates at 12 % per annum. If its present value is Rs .9680, the price at which it was purchased is?
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Question context
This question is part of 📏 Arithmetic Aptitude within the broader 🧠 Aptitude Mastery subject and appears in the PPSC Punjab Public Service Commission preparation collection. Reviewing the answer together with nearby questions helps reinforce the underlying concept and identify how it may appear in competitive exams.