'P' is the investment made on an equipment, 'S' is its salvage value and 'n is the life of the equipment in years. The depreciation for Rath year by the sum-of year’s digit method will be (A) (P - S)/n (B) 1 - (P/S)1/m (C) (m/n) (P - S) (D) [2 (n - m + 1)/n(n + 1)]. (P - S)

'P' is the investment made on an equipment, 'S' is its salvage value and 'n is the life of the equipment in years. The depreciation for Rath year by the sum-of year’s digit method will be
(A) (P - S)/n
(B) 1 - (P/S)1/m
(C) (m/n) (P - S)
(D) [2 (n - m + 1)/n(n + 1)]. (P - S)
by

1 Answer

Answer :

D) [2 (n - m + 1)/n(n + 1)]. (P - S)
by

Related questions

The original cost of an equipment is Rs.10,000. Its salvage value at the end of its total useful life of five years is Rs. 1,000. Its book value at the end of two years of its useful life (as per straight line method of evaluation of depreciation) will be (A) Rs. 8,800 (B) Rs. 7,600 (C) Rs. 6,400 (D) Rs. 5,000

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