Lower per unit weight shipping rates as shipping weight increases means lower per unit shipping costs as size increases.
Distance to Market: The distance the product travels. Government Regulations: Such as B. Dangerous Goods Requirements, Size Limits or Weight Limits.
More cost-effective than air and sea freight: Trucking is very economical compared to air and sea freight because the associated costs such as fuel and truck maintenance are much lower. Improved accessibility: Road traffic is easily accessible.
Back Haul - The return haul of a freight truck. It may return to the point of origin of the cargo in transit, and the carrier is willing to offer discounts to secure the cargo for the voyage.
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Answer:
$90,000
Explanation:
The computation of the fixed cost and the variable cost per hour by using high low method is shown below:
Variable cost per hour = (High cost - low cost) ÷ (High machine hours - low machine hours)
= ($234,000 - $210,000) ÷ (24,000 hours -20,000 hours)
= $24,000 ÷ 4,000 hours
= $6
Now the fixed cost equal to
= High cost - (High machine hours × Variable cost per hour)
= $234,000 - (24000 hours × $6)
= $234,000 - $144,000
= $90,000
The high cost is computed below:
= 20,000 hours × $10.50
= $210,000
And, the low cost would be
= $24,000 hours × $9.75
= $234,000
Answer:
Change in Reserves: <u>–$30 </u>
Change in Deposits: <u>–$300 </u>
Change in Loans: <u>–$270 </u>
Explanation:
The calculation of each element of the balance sheet is as follows:
Change in Reserves = Amount withdrawn by Ava * Reserve requirement faced by Second Bank = $300 * 10% = $30. This is a reduction and will be negative in the Second Bank's Balance Sheet.
Change in Deposits = Amount withdrawn by Ava = $300. This is a reduction and will be negative in the Second Bank's Balance Sheet.
Change in loan = Amount withdrawn by Ava - Change in Reserves = $300 - $30 = $270. This is a reduction and will be negative in the Second Bank's Balance Sheet.
Incomplete question. The options read:
a. 5.16
b. 5.35
c. 5.56
d. 5.77
e. 5.99
Answer:
<u>b. 5.35</u>
Explanation:
Remember, we use the Macaulay duration to determine the weighted average time before any bondholder would start to receive their expected bond's cash flows.
Hence, using the formula attached below, we could find the Macaulay duration for this scenario. In the above formula, where:
C= the periodic coupon payment
y= the periodic yield
M= the bond’s maturity value
n= duration of bond in periods.
However, another way to get a solution is to employ an advanced calculator.
C exporting for Edgenuity