Question


A five-year-old defender has a current market value of $4,000 and expected O&M costs of $3,400 this year, increasing by $1,20

The equivalent annual cost (AEC) of retaining the machine is $ (Round to the nearest dollar.) The equivalent annual cost (AEC

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Answer #1

Annual worth: All the cash flows (Present, annual and future) are converted to annuity.

Given Data:

Particulars

Defender (In $)

Challenger (In $)

Present Market value

4000

6500

O & M costs

3400 with increase by 1200 per year

2200 with increase by 600 per year

Salvage value

700 (4000 – 1100*3)

1600

MARR

18%

Tenure

3 years

Period

Cash flow (Defender)

Cash flow (challenger)

0

4000

6500

1

3400

2200

2

3400 + 1200 = 4600

2200 + 600 =2800

3

3400 + 2400-700 = 5100

2200 + 1200-1600 = 1800

Solution:

(a) Annual cash flows(ACF) for defender.

ACF = 4000(A/P,18,3) + [ 3400 + 1200(A/G,18,3)] - 700(A/F,18,3)

Using DCIF Tables

ACF = 4000(0.4599) + (3400 + 1200(0.890)) - 700(0.2799)

ACF = $6111.67 = $6112

The equivalent annual cost for retaining the machine is

(b) Annual cash flows(ACF) for Challenger.

ACF = 6500(A/P,18,3) + [ 2200 + 600(A/G,18,3)] - 1600(A/F,18,3)

Using DCIF Tables

ACF = 6500 (0.4599) + (2200 + 600 (0.890)) - 1600 (0.2799)

ACF = $5275.51 = $5276

Based on the above calculations the challenger can be considered as it has a less annual cost compared to the defender

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