Use this table to find the monthly mortgage payments, when necessary. Tanyarita has a mortgage of $52,500 at 7-% for 20 years. The property taxes are $2,600 semiannually, and the hazard insurance premium is $130 quarterly. Find the monthly taxes and insurance payment. $227.50 $476.67 $661.94 $899.82
Use this table to find the monthly mortgage payments, when necessary. Tanyarita has a mortgage of $52,500 at 7-% for 20 years. The property taxes are $2,600 semiannually, and the hazard insurance premium is $130 quarterly. Find the monthly taxes and insurance payment. $227.50 $476.67 $661.94 $899.82
Essentials Of Investments
11th Edition
ISBN:9781260013924
Author:Bodie, Zvi, Kane, Alex, MARCUS, Alan J.
Publisher:Bodie, Zvi, Kane, Alex, MARCUS, Alan J.
Chapter1: Investments: Background And Issues
Section: Chapter Questions
Problem 1PS
Related questions
Question

Transcribed Image Text:Use this table to find the monthly mortgage payments, when necessary.
Tanyarita has a mortgage of $52,500 at 7% for 20 years. The property taxes are $2,600 semiannually, and the hazard insurance
2
premium is $130 quarterly. Find the monthly taxes and insurance payment.
$227.50
$476.67
$661.94
$899.82

Transcribed Image Text:Table 14-1: Monthly Payments to Amortize Principal and Interest per $1,000 Financed
Monthly Payments
(Necessary to amortize a loan of $1,000)
20
Interest
5
10
15
25
30
35
40
Rate (%)
Years
Years
Years
Years
Years
Years
Years
Years
3.50
18.19
9.89
7.15
5.80
5.01
4.49
4.13
3.87
3.75
18.30
10.01
7.27
5.93
5.14
4.63
4.28
4.03
4.00
18.42
10.12
7.40
6.06
5.28
4.77
4.43
4.18
4.25
18.53
10.24
7.52
6.19
5.42
4.92
4.58
4.34
4.50
18.64
10.36
7.65
6.33
5.56
5.07
4.73
4.50
4.75
18.76
10.48
7.78
6.46
5.70
5.22
4.89
4.66
5.00
18.87
10.61
7.91
6.60
5.85
5.37
5.05
4.82
5.25
18.99
10.73
8.04
6.74
5.99
5.52
5.21
4.99
5.50
19.10
10.85
8.17
6.88
6.14
5.68
5.37
5.16
5.75
19.22
10.98
8.30
7.02
6.29
5.84
5.54
5.33
6.00
19.33
11.10
8.44
7.16
6.44
6.00
5.70
5.50
6.25
19.45
11.23
8.57
7.31
6.60
6.16
5.87
5.68
6.50
19.57
11.35
8.71
7.46
6.75
6.32
6.04
5.85
6.75
19.68
11.48
8.85
7.6
6.91
6.49
6.21
6.03
7.00
19.80
11.61
8.99
7.75
7.07
6.65
6.39
6.21
7.25
19.92
11.74
9.13
7.90
7.23
6.82
6.56
6.40
7.50
20.04
11.87
9.27
8.06
7.39
6.99
6.74
6.58
7.75
20.16
12.00
9.41
8.21
7.55
7.16
6.92
6.77
8.00
20.28
12.13
9.56
8.36
7.72
7.34
7.10
6.95
8.25
20.40
12.27
9.70
8.52
7.88
7.51
7.28
7.14
8.50
20.52
12.40
9.85
8.68
8.05
7.69
7.47
7.33
8.75
20.64
12.53
9.99
8.84
8.22
7.87
7.65
7.52
9.00
20.76
12.67
10.14
9.00
8.39
8.05
7.84
7.71
9.25
20.88
12.80
10.29
9.16
8.56
8.23
8.03
7.91
9.50
21.00
12.94
10.44
9.32
8.74
8.41
8.22
8.10
9.75
21.12
13.08
10.59
9.49
8.91
8.59
8.41
8.30
10.00
21.25
13.22
10.75
9.65
9.09
8.78
8.60
8.49
10.25
21.37
13.35
10.90
9.82
9.26
8.96
8.79
8.69
10.50
21.49
13.49
11.05
9.98
9.44
9.15
8.98
8.89
10.75
21.62
13.63
11.21
10.15
9.62
9.33
9.18
9.08
11.00
21.74
13.78
11.37
10.32
9.80
9.52
9.37
9.28
11.25
21.87
13.92
11.52
10.49
9.98
9.71
9.56
9.48
11.50
21.99
14.06
11.68
10.66
10.16
9.90
9.76
9.68
11.75
22.12
14.20
11.84
10.84
10.35
10.09
9.96
9.88
12.00
22.24
14.35
12.00
11.01
10.53
10.29
10.16
10.08
12.25
22.37
14.49
12.16
11.19
10.72
10.48
10.35
10.29
12.50
22.50
14.64
12.33
11.36
10.9
10.67
10.55
10.49
12.75
22.63
14.78
12.49
11.54
11.09
10.87
10.75
10.69
13.00
22.75
14.93
12.65
11.72
11.28
11.06
10.95
10.90
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