Answer:
C. $17,500
Explanation:
1,300 / 200 = 6.5
we are going to hire between 6 and 7 welder as we are given the requirement <u>"for every 200 hours or fewer in a month"</u> we should round above and not below: 7 welder. Besides, we cannot hire "half" or "quarter" of an employee therefore we have to move between integer solutions.
Answer:
the current total contribution margin = 100 x 60% x ($80 - $20) = $3,600 per day
scenario 1: $10 discount
$3,600 = 100 x ?% x ($70 - $20)
$3,600 = $5,000 x ?%
$3,600 / $5,000 = ?%
occupancy rate = 72%
scenario 2: 10% discount
$3,600 = 100 x ?% x ($72 - $20)
$3,600 = $5,200 x ?%
$3,600 / $5,200 = ?%
occupancy rate = 69.23%
Answer:
The answer about A static budget would be
Explanation:
A static budget is a type of budget that incorporates anticipated values on inputs and products that are conceived before the period in question begins. When compared to the actual results that are received after the fact, the static budget figures are often very different from the actual results.
The static budget is intended to be fixed and unchanged throughout the period, regardless of fluctuations that may affect the results.
For example, under a static budget a company would establish an anticipated expense, say $ 30,000 for a marketing campaign, for the duration of the period. It is then up to the managers to adhere to that budget, regardless of how the cost of generating that campaign really stays during the period.
This type of budgeting is limited by the ability of an organization to accurately forecast what its needs are, how much it will spend to meet them and what its operating income will be during the period. Static budgets can be more effective for organizations that have highly predictable sales and costs, and for shorter periods of time.
For example, if a company sees the same costs in materials, profits, labor, advertising and production month after month to maintain its operations and there is no expectation of change, a static budget may be adequate for its needs.
Answer: 92.7%
Explanation:
Due to the depreciation of the Dollar against the Pound, the foreign denominated deposit will have an even higher return.
Let's calculate that return.
= New Exchange rate - Former exchange rate / Former exchange rate
= 1.42142 - 1.23123 / 1.23123
= 0.15447
= 15. 4%
There is a gain of 15.4%.
In order to get the total dollar rate of return we add this just calculated return to the interest rate on pound which is 77%.
= 77 + 15.4
= 92.7%
In dollars then the return is 92.7%.
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