In life insurance, the principle of indemnity does not strictly apply. Unlike general insurance, having multiple life insurance policies does not limit the payout to the highest or lowest sum assured, nor does it typically involve the concept of contribution between insurers.
Instead, upon the death of the insured, the beneficiaries are entitled to receive the full sum assured from each policy held, regardless of the number of policies or the total coverage amount.
The insured had two life insurance policies:
Since the concept of contribution is not applied in life insurance, the legal representatives are entitled to the sum of the assured amounts from both policies.
Total Amount Payable = Sum Assured (Policy 1) + Sum Assured (Policy 2)
Total Amount Payable = \( \text{₹} 20,00,000 + \text{₹} 30,00,000 \)
Total Amount Payable = \( \text{₹} 50,00,000 \)
Therefore, the legal representatives are entitled to receive ₹ 50,00,000.
| List - I | List - II |
| A. Yellow Pages | I. Promotion of a product/brand in a movie in such a way to enter the subconscious mind of the customer |
| B. Infomercials | II. Banners, posters and stickers put inside the retail shop |
| C. Point of purchase advertising | III. Television commercial runs as typical as television program |
| D. Product Placement | IV. Directory of Local business names and products |
| List - I | List - II |
| A. Matrix addition is commutative | I. If O is the zero matrix of same order as that of the matrix A, then A + 0 = A = 0 + A |
| B. Matrix addition is associative | II. If A, B and C be three matrices of the same order, then (A + B) + C = A + (B + C) |
| C. Existence of additive identity | III. If A be any matrix, then A + (-A) = O = (-A) + A |
| D. Existence of additive inverse | IV. If A and B be two matrices of the same order then A + B = B + A |