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Sonbull [250]
3 years ago
14

A car dealer carries out the following calculations. List price $ 5,368.00 Options $ 1,625.00 Destination charges $ 200.00 Subto

tal $ 7,193.00 Tax $ 431.58 Less trade-in $ 2,932.00 Amount to be financed $ 4,692.58 15% interest for 48 months $ 2,815.55 Total $ 7,508.13 MONTHLY PAYMENT $ 156.42 What is the annual percentage rate

Business
1 answer:
enot [183]3 years ago
5 0

Answer and Explanation:

Given interest rate =10%

Repayment months= 48 months,

Interest rate =10% for 48 monthsv

To calculate annual percentage rate,

The annual percentage rate = 2 * repayment months* interest rate divided by repayment months + 1

Annual percentage rate= 2*48*10%/48+1

=2*48*0.10/49

= 96*0.10/49

= 9.6/49= 0.1959= 19.59%

Therefore annual percentage rate = 19.59%

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Paul, a calendar year single taxpayer, has the following information for 2020: AGI $175,000 State income taxes 13,500 State sale
Alborosie

Answer:

b.$39,200

Explanation:

Calculation to determine Paul's allowable itemized deductions for 2020

Using this formula

2020 itemized deductions=State income taxes+Real estate taxes+Gambling losses

Let plug in the formula

2020 itemized deductions=$13,500+$18,900+$6,800

2020 itemized deductions=$39,200

Therefore Paul's allowable itemized deductions for 2020 are $39,200

5 0
3 years ago
Concord Company purchased a new machine on October 1, 2020, at a cost of $115,900. The company estimated that the machine will h
Kazeer [188]

Answer:

$4,870.5

Explanation:

Annual Depreciation Expense:

= [(Cost - Salvage Value) × Machine Usage in 2020] ÷ Total Estimated Working Hours

Depreciation Expense for 2020 (for 3 months only - October to December):

= [($115,900 - $13,900) × 1,910] ÷ (10,000) × (3/12)

= ($102,000 × 1,910) ÷ (10,000) × (1/4)

= $19,482 × (1/4)

= $4,870.5

Notes:

Depreciation will be calculated for only 3 months since the asset has been acquired on 1st October 2020.

7 0
3 years ago
Frank plans to move to a large city after graduation. What financial factors does he need to consider about his new residence wh
wariber [46]

Answer: Housing, Food, Bills, Transportation

Explanation: common sense my guy

7 0
2 years ago
Read 2 more answers
You are scheduled to receive annual payments of $60,000 for each of the next 20 years. The annual rate of return is 8 percent. W
babymother [125]

Answer:

= $ 219,657.43

Explanation:

FV of annuity = P x [(1+r) n -1/r]

P = Periodic payment = $ 20,000

r = Periodic interest rate = 0.08

n = Number of periods = 20

FV = $ 60,000 x [(1+ 0.08)20 -1/0.08]

  = $ 60,000 x [(1.08)20 -1/0.08]

  = $ 60,000 x [(4.66095714384931 -1)/0.08]

  = $ 60,000 x (3.66095714384931/0.08)

= $ 60,000 x 45.7619642981163

= $ 2,745,717.85788698 or $ 2,745,717.86

FV of annuity due =(1+r) x P x [(1+r) n -1/r]

                              = (1+0.08) x $ 2,745,717.85788698

                              = 1.08 x $ 2,745,717.85788698

                             = $ 2,965,375.28651794 or $ 2,965,375.29

Difference in FV of ordinary annuity and annuity due

                             = $ 2,965,375.29 - $ 2,745,717.86

                             = $ 219,657.43

3 0
3 years ago
On August 1, 2018, Deeva, Inc., sold equipment and accepted a six-month, 9%, $50,000 note receivable. Deeva's year-end is Decemb
Bingel [31]

Answer:

$1,875

Explanation:

Given that,

Amount of note receivable = $50,000

Time period = 6 month

Interest rate = 9%

Interest amount:

= Principle amount × Interest rate × Time period

= $50,000 × 0.09 × (6/12)

= $2,250

Interest Accrued from 1 August to 31 December :

= (Interest amount ÷ 6 months) × 5 months

= ($2,250 ÷ 6 months) × 5 months

= $375 × 5 months

= $1,875

4 0
3 years ago
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