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Answer: $338712.36
Explanation:
Given the following :
APR = 6.35% = 0.0635
Monthly payment = $1800
Cost of home = $340,000
Period (t) = 420
Monthly rate = 0.0635 / 12
Amount paid on loan = PV of monthly payment :
PMT(1 - (1 / (1 + r)^t)) / r
1800[(1 - (1 / (1 + 0.0635/12)^420)) / r]
1800[ (1 - (1 /9.1764488)) / r
1800[ 1 - 0.1089746] / (0.0635 / 12)
1800 [168.38275]
= $303088.95
Hence, amount yet to pay :
$340,000 - $303088.95 = $36911.05
Hence, balloon payment :
36911.05( 1 + r)^t
36911.05(1 + 0.0635/12)^420
36911.05(1 + 0.0052916)^420
36911.05(1.0052916)^420
36911.05 × 9.1764488
= $338712.36
Answer:
$150
Explanation:
Calculation of how much income that Gramps will recognize on the first payment.
Since joint survivor annuity has 23.1 as the annual return multiple .
Calculation for Expected return
Expected return =Annual payment *Return multiple
($500*12) =$6,000
$6,000×23.1
=$138,600
Therefore :
$97,020/$138,600
=0.7×100
=70%
The 70% of each of the payment will be the return of capital while the 30%(100%-70%) will be the income.
Hence the first payment be:
30%×500
=$150
Therefore the amount of income that Gramps will recognize on the first payment will be $150
The best answer for this question would be:
$150,000
Because in the method of the “non-working” spouse method, they are given a calculation of (18 - youngest child's age) × $10,000 (18 being the legal age)
Resulting that the solution would be:
<span> (18 - 3) × $10,000 = $150,000</span>