A club sold 80 boxes of candy, some at $1.75 and some at $3.25. total revenue was $160. an appropriate equation to determine the

Response:

Initial investment of $700

Interest rate     9%

Duration       6 years

Annual interest: (700x0.09)    =63

Total interest after the loan term: (63x6) = 378

The variables indicate the lower limit and represent the upper limit, which means for this scenario, the limits are (405, 435). Explanation: Defining X as the random variable symbolizing the "calories in a chicken breast," we consider specific data: A sample of 25 chickens (n = 25). Our objective is to identify the limits for a confidence interval within three standard deviations of the mean at z = 3. Assuming a normal distribution for X implies the sample mean will also follow a normal distribution. The confidence interval is accordingly calculated, with defined limits being as stated.

Answer:

a) Kate will yield 100 tomatoes and no heads of lettuce.

b) Jim will yield 0 tomatoes and 180 heads of lettuce.

Explanation:

Due to better climatic conditions for growing tomatoes at Kate's plot, she should prioritize those for superior quality. Additionally, her lettuce yield per square foot is lower than Jim's (3 heads compared to his 6). This means Kate could cultivate 60 heads and Jim could produce 120 heads of lettuce on 20 square feet (double). Thus, she should skip lettuce cultivation due to both quality and quantity considerations.

The same reasoning applies to Jim's tomato production. If he grows tomatoes, he’ll only manage 60 at a 20-square-foot plot, in contrast to Kate's 100. Therefore, he should refrain from growing tomatoes.

Answer:

The real exchange rates calculated are 4.5 and 3

Explanation:

We understand that

Real exchange rate = Nominal exchange rate × (Basket cost in US ÷ Basket cost in Norway)

Utilizing this formula, the calculation proceeds as follows:

For a nominal exchange rate of 3, the real exchange rate is calculated as follows:

= 3 × (60 ÷ 40)

= 4.5

For a nominal exchange rate of 2, the real exchange rate is:

= 2 × (60 ÷ 40)

= 3

Answer:

The overall expenditure for transporting the containers to the U.S. amounts to $2,594,930

Explanation:

Consider the following details about Company WWG:

Total Current volume (CBM) = 190,000

Percentage shipped directly = 0.89

Volume shipped directly (CBM) = 169,100

Volume at consolidation center = 190,000 - 169,100 = 20,900

To compute the shipping expenses for the company as outlined below:

Shipping Cost calculations

Direct shipping by Container type (in Feet) 20 40

Volume (%) 0.21 0.79

Volume (CBM) = 169,100*0.21 =169,100*0.79

= 35,511 =133,589

Container capacity utilized 85% 85%

Container center by container type

Volume (%) = 100

Volume (CBM) = 20,900

Container capacity used = 96%

Container capacity (CBM) (34)

Containers shipped = 35,511/ (34*0.85) = 1,229

Shipping Cost per container = $480

Shipping Costs by container size ($) = 1,229*480 = $589,920

Container capacity (CBM) (67)

Containers shipped = 133,589/ (0.85*67) + 20,900/ (0.96*67) = 2,671

Shipping Cost per container = $600

Shipping Costs by container size ($) = 2,671*600 = $1,602,600

Calculate the total shipping cost as follows:

Total shipping fees = $589,920 + $1,602,600 = $2,192,520

Determine the operating costs for the consolidation center as follows:

Number of centers = 4

Annual fixed cost per center = $75,000

Total annual fixed costs = $75,000*4 = $300,000

Variable cost per CBM = $4.9

Total annual variable cost = 20,900*$4.9 = $102,410

Total annual consolidation center expenses = $300,000+$102,410 = $402,410

Now compute the complete cost of moving containers to the U.S. as below:

Total Cost = Total Shipping Fees + Total Annual Consolidation center Expense

= $2,192,520 + $402,410

= $2,594,930

Thus, the entire cost involved in shipping the containers to the U.S. is $2,594,930.