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Andru [333]
3 years ago
11

At the end of last year, the company's assets totaled $877,000 and its liabilities totaled $748,500. During the current year, th

e company's total assets increased by $59,700 and its total liabilities increased by $24,850. At the end of the current year, stockholders' equity was:
Business
1 answer:
sergey [27]3 years ago
6 0

Answer:

The options are:

A $34,850.

B $163,350.

C $128,500.

D $188,200.

$ 163,350.00,option B is correct

Explanation:

At the beginning of the current year ,the stockholders equity is the difference between total assets of $877,000 and total liabilities of $748,500 i.e $128,500 .

However,the increase or decrease to stockholders' equity in the current year is the difference between increase in total assets of $59,700 and the the increase in liabilities of $24,850 i.e $ 34,850.00  

Hence stockholders' equity=the initial stockholders' equity+increase=$128,500+$ 34,850=$ 163,350.00  

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Your son is born today and you want to make him a millionaire by the time he is 50 years old. You deposit $50,000 in an investme
mel-nik [20]

Answer:

1000000= 50000 (1+ \frac{i}{1})^{1*50}

20 = (1+i)^{50}

20^{1/50} = 1+i

i = 20^{1/50} -1 = 0.0617

And if we convert this into % we got i = APR = 6.17 \%

See explanation below.

Explanation:

We assume that we have compounding interest.

For this case we can use the future value formula given by:

FV= PV (1+\frac{i}{n})^{nt}

Where:

FV represent the future value desired = 1000000

PV= represent the present value = 50000

i = the interest rate that we desire to find in fraction

n = number of times that the interest rate is compounding in 1 year, since the rate is annual then n=1

t = represent the number of years= 50 years

So then we have everything in order to replace and we got:

1000000= 50000 (1+ \frac{i}{1})^{1*50}

Now we can solve for the interest rate i like this:

20 = (1+i)^{50}

20^{1/50} = 1+i

i = 20^{1/50} -1 = 0.0617

And if we convert this into % we got i = APR = 6.17 \%

7 0
3 years ago
Food Packaging, Inc., agrees to sell 50,000 6-ounce yogurt containers to Golden Dairy Company. Food can obtain only 20,000 of th
posledela

Answer:

Option C.

Explanation:

From the scenario presented above, Golden is not in any way liable for the inability to supply the total quantity of the 6-ounce yogurt containers, therefore, Golden can choose to reject the delivery of the 8-ounce containers.

Also, Golden can give Food Packaging a reasonable amount of time to enable them replace the containers, of Golden is not in a hurry to begin production and packaging.

5 0
3 years ago
A firm is dependent on which of these to help it make decisions about production?
Delvig [45]
What r ur choices bud u dont have choices
6 0
3 years ago
Read 2 more answers
A firm is considering a simple investment project. If it goes forward, then the firm must pay $900 now, but it receives a paymen
kiruha [24]

Answer:

a) scenario A NPV positive 28.68, scenario B NPV Negative 16.16, scenario C NPV positive 664.92, scenario D NPV positive 889.72 (b) The scenario with the highest positive NPV is the most profitable (c) The scenario B with the interest rate of 17% has Negative NPV of 16.16 produces less investment (d) The scenario C with the highest interest rate of 20% has the positive NPV of 664.92 he scenario D with the highest interest rate of 20% has the highest positive NPV of 889.72, produces more investment

Explanation:

Calculation of Discount Factor

Effective rate for scenario C and D

Using the formula (1 + m/1 + i)∧n - 1 Where i = rate of inflation, m = cost of capital, n = numbers of years

For C since interest rate = 20% = 20÷100 = 0.2, since rate of inflation = 2% = 2÷100 = 0.02

(1 + 0.2/1 + 0.02)∧n - 1

= 1.2 /1.02 -1

=1.1764 -1

=0.1764 ×100 = 17.64%

Discount Factor for C using the formula ( 1 + r)∧-n -1/ r since n = 3 ,r = 0.1764

= ( 1 + 0.2)∧-3 - 1/ 0.1764

= (1.2)∧-3 -1/0.1764

=0.5787 -1

= 0.4213÷ 0.1764

= 2.3883

For D Effective rate

( 1 + 0.2)∧n - 1/(1 + 0.05)

= 1.2/1.05 -1

=1.1428 -1

= 0.1428 × 100 = 14.28%

DF for D

= (1 + 0.2)∧-3 -1 / 0.1428

=0.5787 -1 = 0.4213

=0.4213÷0.1428

=2.9503

DF for year 1 and 2 for C and D

Using the formula ( 1 + r) ∧-n

( 1 + 0.2)∧-1 = ( 1.2)∧-1 = 0.83

(1 + 0.2)∧-2 = (1.2)∧-2 = 0.694

DF for scenario A For year 1 -3 using ( 1+ r)∧-n

= ( 1 + 0.14)∧-1 = (1.14)∧-1 = 0.8772

= (1+0.14)∧-2 = (1.14)∧-2 = 0.7695

=(1+0.14)∧-3 = (1.14)∧-3 = 0.6750

DF for scenario B using the same formula

=( 1 + 0.17)∧-1 =(1.17)∧-1 = 0.8547

=(1+0.17)∧-2 = (1.17)∧-2 = 0.7305

=(1 + 0.17)∧-3 = (1.17)∧-3 = 0.6244

Scenario A

Year. C.F. DF PV

$ $

0. 900 1 (900)

1 400 0.8772 350.88

2 400 0.7695 307.8

3 400 0.6750 270

-----------

NPV positive 28.68

-------------

Workings = C F × DF = PV

Scenario B

Year. CF DF PV

$ $

0 900 1 (900)

1. 400 0.8547 341.88

2 400 0.7305 292.2

3. 400 0.6244 249.76

-------------

NPV Negative 16.16

------------------

Scenario C

Year CF DF PV

$ $

0 900 1 (900)

1 400 0.83 332

2 400 0.694 277.6

1-3 400 2.3883. 955.32

----- ---------

NPV positive 664.92

----------------

Scenario D

Year CF DF PV

$ $

0 900 1 (900)

1 400 0.83 332

2. 400 0.694 277.6

1-3 400 2.9503 1,180.12

---------------

NPV positive 889.72

-----------------

6 0
3 years ago
A consumer has ​$140 in monthly income to be spent on two goods Z and B. The price of good Z ​(Pz​) is ​$6.00. The Marginal Rate
romanna [79]

Answer:

3 and 46.67 units

Explanation:

The formula and the computations are shown below:

The price of good B is

= {The price of good Z (Pz)} ÷ {Marginal rate of transformation}

= {$6} ÷ {2}

= 3

Now the number of units to be purchased for all income used is

= (Monthly income spent on two goods) ÷ (price of good B)

= ($140) ÷ (3)

= 46.67 units

By applying the above formula we can find out the price of good B and the number of units purchased

5 0
3 years ago
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