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krek1111 [17]
3 years ago
9

Messersmith company is constructing a building. construction began in 2014 and the building was completed 12/31/14. messersmith

made payments to the construction company of $2,000,000 on 7/1, $4,200,000 on 9/1, and $4,000,000 on 12/31. weighted-average accumulated expenditures were
Business
1 answer:
Mademuasel [1]3 years ago
6 0
The answer is, "weighted-average accumulated expenditures were <span>$2,400,000".
we can calculate this as;
payments made are:
</span><span>$2,000,000 on 7/1, $4,200,000 on 9/1, and $4,000,000 on 12/31
</span>So,
($2,000,000 × 6/12) + ($4,200,000 × 4/12
= $2,400,000
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Georgia [21]

Answer:

B) False

Explanation:

Not necessary. Every transactions has two parts recorded as a debit and a credit.

If the purchases of US assets (credit to US capital account, broadly include Treasury bonds, businesses and land) are funded by the sales of goods and services (debit to US current account) then it will push the US balance of payments down.

However, if those purchases are funded by the sales of foreign assets to US investors (debit to US broadly defined capital account), then it will not affect the US BOP negatively. It's the cross ownership of international investors in US assets and US investors in international assets.

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3 years ago
Assume that the risk-free rate of interest is 3% and the expected rate of return on the market is 15%. I am buying a firm with a
kondor19780726 [428]

Answer:

The correct solution is "$6,564.01". A further solution is given below.

Explanation:

The given values are:

beta,

= 1.6

market return,

= 15%

cash flow,

= $2,000

risk free rate of interest,

= 3%

Now,

The stock return will be:

= 3+ 1.6\times (15-3)

= 3+ 1.6\times 12

= 22.2 \ percent

The actual worth of the firm will be:

= \frac{cash \ flow}{rate \ of \ return}

= \frac{2000}{22.2 \ percent}

= \frac{2000}{0.222}

= 9,009

With 0.8 beta, the stock return will be:

= 3+ 0.8\times (15-3)

= 3+ 0.8\times 12

= 12.6 \ percent

So that I'm paying for the firm,

= \frac{2000}{12.6 \ percent}

= \frac{2000}{0.126}

= 15,573.01 ($)

Hence,

I'm paying,

= 15,573.01-9,009

= 6,564.01 ($)

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<em>By choosing less harmful products like the mentioned above and choosing alternative solutions to cover common activities, humanity's global footprint will be reduced.</em>

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