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sammy [17]
2 years ago
6

The subject has $8,000 pool and a $2,000 chimney but no porch. a comparable that sold for $199,000 has a $3,000 porch but no poo

l or chimney. assuming all else is equal, what is the adjusted value of the comparable?
Business
1 answer:
fenix001 [56]2 years ago
3 0
<span>If the comp sold for $199,000 but includes a $3000 porch and the subject has no porch, then we subtract the value of the porch to yield a base for the comparable of $196,000. Then, since the comparable has no pool or chimney, we add these values - $8,000 and $2,000, respectively - to that base value to yield an adjusted value of $196,000 + $8,000 + $2,000 = $206,000.</span>
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-Old business, new business, and reports

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Meeting minutes act as a measuring stick, Minutes record meeting decisions, which makes them a useful review document when it comes time to measure progress. They also act as an accountability tool because they make it clear whose duty it was to perform which action.

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Warner Company's year-end unadjusted trial balance shows accounts receivable of $99,000, allowance for doubtful accounts of $600
dsp73

Explanation:

The journal entry to record the uncollectible is shown below:

On December 31

Bad debt expense $800

        To Allowance for doubtful debts $800

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Starbucks has been in business for over 40 years and for most of that period has been quite successful. They have a portfolio of
Keith_Richards [23]

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2 years ago
Procter and Gamble​ (PG) paid an annual dividend of $ 2.87 in 2018. You expect PG to increase its dividends by 8.0 % per year fo
nata0808 [166]

Answer:

$73.47

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2.87 is the current dividend paid (D0)

Use that to find dividends for the next 5 years;

D1 = D0(1+g) ; g being the growth rate

D1 = 2.87(1.08) = 3.0996

D2 = 3.0996(1.08) = 3.3476

D3 =3.3476(1.08) = 3.6154

D4 = 3.6154(1.08) = 3.9046

D5 = 3.9046(1.08) = 4.2170

Next, find terminal cashflows;

D6 (yr 2024) = 4.2170 (1.03) = 4.3435

Find Present values of all the dividends using the 8% discount rate with the formula; PV = FV/(1+r)^{n}

PV(D1) = 2.87

PV(D2) = 2.87

PV(D3) = 2.87

PV(D4)= 2.87

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PV of terminal value; PV(D6 onwards) = \frac{\frac{4.3435}{(0.08-0.03)} }{1.08^{5} }  = 59.1223

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2 years ago
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