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shutvik [7]
2 years ago
9

A certain bank assigns one unique number to each savings account. The amount of savings in each account depends on how much the

owner deposits into the account. The interest paid on each account depends on how much money is in the account.. . Which of these relations is not a function?. . (interest paid, savings account number). . (interest paid, amount in savings account). . (savings account number, interest paid). . (savings account number, amount in savings account)
Business
2 answers:
fenix001 [56]2 years ago
8 0
A certain bank assigns one unique number to each savings account. The amount of savings in each account depends on how much the owner deposits into the <span>account. The interest paid on each account depends on how much money is in the account. The relation that is not a function is that "</span><span>interest paid, amount in savings account."</span> 
fiasKO [112]2 years ago
3 0

interest paid and savings account its the right answer

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A company that uses a strategy of selling its products to a distributor in another country would be using <u>exporting.</u>

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7 0
1 year ago
Richard suspects his supervisor of unethical accounting practices. However, hedoes not want to lose his job if he reports the su
Jobisdone [24]

Answer: The employee reporting the unethical behavior can do so anonymously.

Explanation:

Richard can make use of the anonymous user account to report his supervisor's unethical behavior, that way the company can be made aware of the supervisor's wrong behavior and Richard's identity would be kept safe that way he doesn't loss his job.

7 0
2 years ago
After deciding to acquire a new car, you realize you can either lease the car or purchase it with a three-year loan. The car you
muminat

Answer:

a. $15,369.28

b. $16,332.28

c. $19,347.60

Explanation:

a. What is the present value of purchasing the car?

PV of resale = SP ÷ (1 + r)^n ................................................. (1)

Where SP = Resales proceed = $20,500

r = discount rate = 6% annually = 0.06 annually = (0.06 ÷ 12) monthly = 0.005 monthly

n = number of periods = 3 years = 3 × 12 = 36 months

Substituting into equation (1), we have:

PV of resale = $20,500 ÷ (1 + 0.005)^36 = $17,130.7208354753

Net PV = Purchase price - PV of resale

            = $32,500 - $17,130.7208354753

Net PV = $15,369.28

Therefore,  the present value of purchasing the car $15,369.28.

b. What is the present value of leasing the car?

PV of future period payment can be calculated using the following formula:

PV of monthly payment = M × 1 - (1 + r)^-n ÷ r .......................................... (2)

Where,

M = monthly payment = $494

r = discount rate = 6% annually = 0.06 annually = (0.06 ÷ 12) monthly = 0.005 monthly

n = number of periods = 3 years = 3 × 12 = 36 months

Substituting into equation (2), we have:

PV of monthly payment = $494 × {[1 - (1 + 0.005)^-36] ÷ 0.005}

PV of monthly payment =  $16,238.2820221969  

PV of leasing the car = Today's payment + PV of monthly payment

                                   = $94 + $16,238.2820221969

PV of leasing the car = $16,332.28

Therefore, PV of leasing the car is $16,332.28.

c. What break-even resale price in three years would make you indifferent between buying and leasing?                    

This will be calculated by equating the PV of leasing the car to the difference between the purchase price and the PV of resale as follows:

PV of leasing car = Purchase price - PV of resale

$16,332.28 = $32,500 - PV of resale

Solving for PV of resale, we have:

PV of resale = $16,167.72.

The future value (FV) of resale price in 3 years can be calculated as follows:

FV of resale = PV of resale × (1 + r)^n

FV of resale = $16,167.72 × (1 + 0.005)^36 = $19,347.60

Therefore, the break even resale price in 3 years is $19,347.60.

7 0
2 years ago
Selected transactions completed by Equinox Products Inc. during the fiscal year ended December 31, 20Y8, were as follows:
Xelga [282]

Answer:

Equinox Products Inc. during the fiscal year ended December 31, 20Y8

Journal Entries:

Jan 3.

Debit Cash Account $450,000

Credit Common Stock $300,000

Credit Additional Paid-in Capital: Common Stock $150,000

To record the issue of 15,000 shares of $20 par at $30 per share.

Feb. 15

Debit Cash Account $400,000

Credit Preferred 5% Stock $320,000

Credit Additional Paid-in Capital: Preferred Stock $80,000

To record the issue of 4,000 shares of $80 par at $100 per share.

May 1:

Debit Cash $520,000

Credit 5% 10-year Bonds $500,000

Credit Bond Premium $20,000

To record the issue of $500,000 at 104, with interest payable semiannually.

May 16:

Debit Dividends: Common Stock $50,000

Debit Dividends: Preferred Stock $20,000

Credit Dividends Payable $70,000

To record the declaration of a quarterly dividend of $0.50 per share on 100,000 common stock shares and $1.00 per share on 20,000 preferred stock shares.

May 26:

Debit Dividends Payable $70,000

Credit Cash Account $70,000

To record the payment of cash dividends.

Jun. 8:

Debit Treasury Stock $160,000

Debit Additional Paid-in Capital: Common Stock $104,000

To record the repurchase of shares at $33 per share.

June 30:

Debit Dividends: Preferred Stock $20,000

Credit Dividends Payable $20,000

To record the declaration of a quarterly dividend of $1.00 per share on 20,000 preferred stock shares.

Jul. 11:

Debit Dividends Payable $20,000

Credit Cash Account $20,000

To record the payment of cash dividends.

Oct. 7:

Debit Cash Account $98,800

Credit Treasury Common Stock $52,000

Credit Additional Paid-in Capital: Common Stock $46,800

To record the reissue of 2,600 shares of treasury common stock at $38.

Oct. 31:

Debit Bonds Interest $12,500

Credit Cash Account $12,500

To record the payment of semiannual interest on the bonds.

Debit Bond Premium $1,000

Credit Bond Premium Amortization $1,000

To record the amortization of the premium for six months using the straight-line method.

Explanation:

a) Common Stock issued at $30 with $20 par value means that the shares were issued at above par value.  The difference is accounted for in a separate account called Additional Paid-in Capital.  The same applies to the preferred stock issued at above par value.

b) The face value of the Bonds is $500,000 but issued at a premium.  The total premium is $20,000 ($500,000 x 0.04).

c) Dividends on the Common Stock = $0.50 * 100,000 shares = $50,000.  The preferred stock dividends = $1.00 * 20,000 = $20,000.

d) Treasury Stock represents the value of common stock repurchased or reissued from stockholders by the company.  There are two methods to treat the above or below par value at which the shares are repurchased or issued.  One method is the costing method where the above or below par value is not taken to a separate account, but everything is treated in the Treasury Stock account.  The other method is the par value method.  This treats the above or below par value in the Additional Paid-in Capital account.  This is the method adopted here.  Note that Treasury Stock is a contra account to the Common Stock.

e) Bond Premium Amortization (straight-line method) is calculated as follows: $20,000/10 *6/12 = $1,000 for six months.  A Premium on Bonds arises when the bonds are trading at above the face value.  The amortization of Bond Premium is the write-down of the excess premium paid or received over and above the face value of the Bond.  In this case, we used the straight-line method.

6 0
2 years ago
The first person that answers ill give u 40 brainlist points hearts and stars
andrew-mc [135]

Answer:

Do you need help?

Explanation:

??

8 0
2 years ago
Read 2 more answers
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