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Masteriza [31]
4 years ago
10

9) Napier Co. provided the following information on selected transactions during 2018: Purchase of land by issuing bonds $1,000,

000 Proceeds from issuing bonds 3,000,000 Purchases of inventory 3,800,000 Purchases of treasury stock 600,000 Loans made to affiliated corporations 1,400,000 Dividends paid to preferred stockholders 400,000 Proceeds from issuing preferred stock 1,600,000 Proceeds from sale of equipment 300,000 The net cash provided (used) by investing activities during 2018 is
Business
1 answer:
4vir4ik [10]4 years ago
7 0

Answer:

($1,100,000)

Explanation:

Given that

Loans made to affiliated corporations = $1,400,000

Proceeds from sale of Equipment = $300,000

The computation of net cash provided (used) by investing activities is here below:-

Net cash provided(used) by investing activities = (Loans made to affiliated corporations) - Proceeds from sale of Equipment

= ($1,400,000) - $300,000

= ($1,100,000)

So, for computing the cash provided(used) by investing activities we simply applied the above formula.

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During 2015, equipment with a book value of $40,000 and an original cost of $210,000 was sold at a loss of $3,000. how much depr
alexdok [17]

Answer:

How much depreciation expense was recorded on equipment during 2015? $10000

Explanation:

Year Cost monthly Dep NBV

Year 1 210000 10000 200000

Year 2 200000 10000 190000

Year 3 190000 10000 180000

Year 4 180000 10000 170000

Year 5 170000 10000 160000

Year 6 160000 10000 150000

Year 7 150000 10000 140000

Year 8 140000 10000 130000

Year 9 130000 10000 120000

Year 10 120000 10000 110000

Year 11 110000 10000 100000

Year 12 100000 10000 90000

Year 13 90000 10000 80000

Year 14 80000 10000 70000

Year 15 70000 10000 60000

Year 16 60000 10000 50000

Year 17 50000 10000 40000

Year 18 40000 10000 30000

Year 19 30000 10000 20000

Year 20 20000 10000 10000

Year 21 10000 10000 0

4 0
3 years ago
Mr kleaners acquired new industrial washing mavhine,the list price price of which was 52000.the supplier allowedva tade discount
Cloud [144]

Answer:

I think its $48,950.

Explanation:

you subtract 4,000 from 52,000 which is 52,000 - 4,000 = 48,000.

then you will add that extra $950 getting you a total of $48,950.

if I'm wrong I'm sorry I'm not that good at math.

7 0
3 years ago
Joss is a marketing consultant Iris and Daphne are potential customers interested in commissioning Joss to undertake a market su
Norma-Jean [14]

Answer:

(C) Joss should charge Iris $500 and Daphne $800, that way economic surplus is maximized.

Explanation:

Assuming information asymmetries in the market, and Iris and Daphne are incapable of compare their willingness to pay against the average price of the market for this type of service, C is true since Joss maximize the economic surplus by increasing his productivity using the time better than his opportunity cost.

8 0
3 years ago
An existing electrical power line needs to have its capacity increased, and this can be done in either of two ways. The first me
nekit [7.7K]

Answer:

3 years

Explanation:

<u>First method</u>

The PV of the investment can be written as:

PV1 = $15,000 + $32,500/(1+0.06)^n

<u>Second method</u>

The PV of the investment can be written as:

PV2 = $23,000 + $23,000/(1+0.06)^n

After n years both projects will be economically equal. Hence their present value must be equal PV1 = PV2

$15,000 + $32,500/(1.06)^n = $23,000 + $23,000/(1.06)^n

$23,000 - $15,000 = $32,500/(1.06)^n - $23,000/(1.06)^n

$8,000 = $9,500/(1.06)^n

(1.06)^n = $9,500/$8,000

(1.06)^n = 1.1875

Taking log on both sides we get:

nlog1.06 = log 1.1875

n = log 1.1875/log 1.06

n = 0.07463361829/0.02530586526

n = 2.94926166417121

n = 3

So, the answer is 3 years

3 0
2 years ago
You need a 30-year, fixed-rate mortgage to buy a new home for $210,000. Your mortgage bank will lend you the money at a 7.1 perc
miskamm [114]

Answer:

$573,963

Explanation:

First, calculate the present value of the loan payments using the following formula

PVA = PMT x [ ( 1 + r )^n - 1 ] / [ r ( 1 + r )^n)

PVA = $950 x [ ( 1 + 7.1%/12 )^360 - 1] / [ 7.1%/12 ( 1 + 7.1%/12 )^360)

PVA =  $141,362.32  

Now calculate the difference of Value of loan and the present value of loan payment

Difference = Loan value - PV of loan payment = $210,000 - $141,362.32 = $68,637.68

This te Ballon payment in present value term, We need to determine the value at the end of the loan term.

Hence we need to calculate the future value of this payment as follow

Future value = Present vale x ( 1 + Monthly Interest rate )^numbers of months

Future value = $68,637.68 x ( 1 + 7.1%/12 )^360

Future value = $573,963.09

Future value = $573,963

Hence the ballon Payment will be $573,963

7 0
3 years ago
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