Answer:
CONFORMANT reders to the propensity fir a product to perform consistently iver its useful design life
Answer:
Check the explanation
Explanation:
a1.Present value of $8500=$8500
the Present value of $3000 a year for 5 years=$3000*Present value of annuity factor(9%,5)
the Present value of annuity=Annuity[1-(1+interest rate)^-time period]/rate
=$3000[1-(1.09)^-5]/0.09
=$3000*3.889651263
=$11668.95(Approx)
The Present value of $41000=$41000*Present value of discounting factor(rate%,time period)
=$41000/1.09^5
=$26647.19(Approx).
Therefore $41,000 received at end of five years is a better value.
Answer:
$7,500
Explanation:
Calculation for the Depreciation of rah second year of the asset's life
Second year depreciation=(1/8 years*2)*[($40,000)-(1/8 years*2* $40,000)]
Second year depreciation=(0.25)*[($40,000)-(0.25*$40,000)]
Second year depreciation=(0.25)*[($40,000-$10,000)]
Second year depreciation=0.25*$30,000
Second year depreciation=$7,500
Therefore the Depreciation of rah second year of the asset's life using the double-declining-balance method is: $7,500