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Aleksandr-060686 [28]
3 years ago
10

Find the amount of money accrued at the end of 5 years when $5000 is deposited in a savings account drawing 5 1 4 % annual inter

est compounded continuously. (Round your answer to the nearest cent.)
Business
1 answer:
Eduardwww [97]3 years ago
8 0

Answer:

$6,424 .06

Explanation:

Present value (PV): $5,000

Rate: 5.14% per annual

Tenor: 5 years

The amount of money accrued at the end of 5 years is the future value (FV) of investment

FV = PV * (1+rate)^tenor

= $5,000 *(1+5.14%)^5

= $6,424 .06

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The total amount that you owe for income tax in one year is your tax
Keith_Richards [23]
Yes,yes, it is.

making it longer so i can answer
4 0
3 years ago
Lessee contracts to deliver 50 luxury automobiles to lessor no later than august 15th. on august 1st, lessee delivers the wrong
puteri [66]
<span>Because the initial delivery was made on August 1st and the original agreement was for the delivery to be no later than August 15th, that gives the lessee exactly 14 days to correct the problem and make good on the contract.</span>
3 0
3 years ago
Suppose the Environmental Protection Agency (EPA) wants to mandate that all methane emissions must be reduced to zero in order t
Orlov [11]

Answer:

C

Explanation:

The economists would disagree with this policy because the opportunity cost of zero pollution is much higher than its benefit. The industries involved may have to stop their industrial activities out-rightly or temporarily until they come up with other ways of production which may bring unemployment, reduction in tax paid to government among others.

8 0
3 years ago
Suppose that Par, Inc., management encounters the following situations:
Anna11 [10]

Answer:

[a]. 10560, [b]. 14160, [c]. 7668.

Explanation:

[a]. In order to be able to solve this particular question we have to consider what is known as LINEAR PROGRAMMING.

We have the assumption that the function to be equals to 10A + 9B. The first step that we need to take here is to find the constraint for the linear programming relaxation which is;

1/2A + 5/6B \leq 600.

1/10A + 1/4B \leq 135. Thus, A \geq0 and B

With the help of excel solver and graphs, that we have the profit at $18 we are going have the value of A =300 and B =420. Therefore, the optimal solution = [300,420].

Thus, we have the objective function value to be = 10,560. [that is 10 * 300 + 420 * 18}.

[b]. For option b, where the profit increases to $20, the optimal solution lies on A =708 and B =0. Hence, objective function value = 14,160[ that is 20 * 708 + 0].

[c]. Here, there is increase in the sewing operation capacity to 750 hours. Therefore, we will have the value of A = 540 and B = 252.

Thus, the objective function value = 7668.

8 0
3 years ago
Grocery Corporation received $330,654 for 9.50 percent bonds issued on January 1, 2018, at a market interest rate of 6.50 percen
andre [41]

Answer:

Explanation:

Issue price of bond = $330,654

Face Value = $272000

Premium on issue of bond = $330,654 - $272000 = 58654

Journal entry for bond issuance:

Cash Dr $330,654

Bonds Payable $272000

Premium on Bonds payable $58654

(Being bond issued at a premium of $58654)

As per effective interest method, interest expense = market rate * book value of bond

= 6.5% * $330,654 = $21492.5

Cash interest = $272000 * 9.5% = $25840

Premium to be amortized on interest date = $25840 - $21492.5 = $4347.5 or $4348

Journal entry for interest payment on December 31:

Account                            Financial            Issuance  Interest paid

                                         Statement    

Bonds payable                 Balance Sheet  272000  

Discount on Bonds payable  NA                NA                     NA  

Interest expense               Income Statement   0                 21492.5

Premium on Bonds Payable     Balance Sheet  58654          -3813

   

Note: Interest expense for the year:    

Interest to be paid ($272000 * 9.5%)                25840  

Less: Amortization of Premium (58654/6.5)      3813  

Interest expense                                                21492.5  

   

Journal entry:    

Interest expense Dr.                                          21492.5  

Premium on Bonds payable Dr.                          3813  

       Cash Account                                                                 25306  

Note: here, it has been premium has been written on Straight line basis.

3 0
3 years ago
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