Answer: Williamson industries would have obtained $7.78 billion in sales
Explanation: According to the question, the company is having a total of $2 billion in fixed assets. The fixed assets are currently operating at 90% (0.9) of its total capacity. At his level, the company is able to achieve a sales figure of $7 billion. The implication is as follows;
Fixed assets (at 100%) = 2 billion
Fixed assets (at 90%) = 2 * 0.9
Fixed assets (at 90%) = 1.8
If the company utilizes $1.8 billion to achieve a $7 billion sales figure, then operating at full capacity (100%) would yield the following;
7/x = 90/100
(Where x equals sales level at 100% capacity)
7/x = 0.9
Cross multiply
x = 7/0.9
x = 7.7777...
x ≈ 7.78
Therefore, if Williamson Industries had been operating at full capacity, it would have obtained a sales level of $7.78 billion
Based on the capital account balances and the amount in the cash account, the amount that Zobart will receive is $15,467.
<h3>What will Zobart receive?</h3>
The amount that Zobart will receive can be found by the formula:
= (Deficit x percentage in partnership/ 75%) + Capital account balance
Solving for the amount going to Zobart gives:
= (14,000 x 35%/75%) + 22,000
= $15,467
In conclusion, the amount to Zobart is $15,467.
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A decrease in demand for cameras would likely be caused by increased abilities in cell phones for filming
Answer:
company B's cost of equity is 14.0375% - 8.975% = 5.0625% higher than company A's cost of equity
Explanation:
cost of equity = risk free rate + (beta x market premium)
risk free rate = 4.25%
market premium = market return - risk free rate = 11% - 4.25% = 6.75%
Company A's cost of equity = 4.25% + (0.7 x 6.75%) = 8.975%
Company B's cost of equity = 4.25% x (1.45 x 6.75%) = 14.0375%
this means that company B's cost of equity is 14.0375% - 8.975% = 5.0625% higher than company A's cost of equity.
The answer to the question presented above would be the tragedy of the commons. When individual fishing boats harvest more fish each year in order to maximize profits while, as a result, threatening the fish population with <span>extinction, it is called tragedy of the commons. </span>