When using the analysis of receivables method for estimating uncollectible receivables, the amount computed in the analysis is u
1 answer:
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Answer:
20 years mortgage:
maximum loan $ 209, 371.16
interest paid $ 150,628.84
30 years mortage
maximum loan $ 250,187.4216
interest paid $ 289,812.58
Explanation:
20 years mortgage:
C 1,500.00
time 240 (20 years x 12 months)
rate 0.005 ( 6% annual / 12 months per year)
PV $209,371.1575
Quota x number of cuotas - principal = total interest
1,500 x 240 - 209,371.16 = 150628.84
30 years mortgage
C 1,500.00
time 360
rate 0.005
PV $250,187.4216
Quota x number of cuotas - principal = total interest
1,500 x 360 - 250,187.42 = 289,812.58
Answer:
4.53%
Explanation:
Data provided in the question:
Expected return = ∑ (Return × probability)
Thus,
Expected return = (0.06 × 22) + (0.92 × 13) + (0.02 × (-15))
= 12.98%
Now,
Probability Return Probability × (Return-Expected Return)²
0.06 22 0.06 × (22% - 12.98%)² = 4.8816
0.92 13 0.92 × (13% - 12.98%)² = 0.000368
0.02 -15 0.02 × (-15% - 12.98%)² = 5.657608
========================================================
Total = 20.5396%
Standard deviation =
= √(20.5396)
= 4.53%