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lord [1]
2 years ago
10

Is anyone feeling like they can be a King or Queen in the world today? If so comment below®

Business
1 answer:
aniked [119]2 years ago
6 0

Answer:

i mean ig i could...ive had a rough week so far but sure...

Explanation:

You might be interested in
1.3.2 Quiz: Income and Career
sukhopar [10]

Answer:

a

Explanation:

4 0
3 years ago
A financier plans to invest up to $500,000 in two projects. Project A yields a return of 9% on the investment of x dollars, wher
jonny [76]

Answer:

She should invest $300,000 in Project A, and $200,000 in Project B.

Explanation:

Solution

Since Project B yields a higher return, she should invest as much money as possible in it, which is 40% of the total investment  or

or (0.40)($500,000) = $200,000

so

The remaining $500,000 - $200,000 = $300,000 should be invested in Project A.

Therefore, she should invest $300,000 in Project A, and $200,000 in Project B.

5 0
3 years ago
Using FIFO for Multiproduct Inventory Transactions (Chapters 6 and 7) [LO 6-3, LO 6-4, LO 7-3] Skip to question [The following i
expeople1 [14]

Answer:

1-a. Dollars of gross profit from selling tags = $9,180

1-b. Dollars of gross profit from selling cases = $1,500

1-c. Gross profit percentage from selling tags = 72.86%

1.d. Gross profit percentage from selling cases = 83.33%

2-a. Tag yields more dollars of profit.

2-b. Tag yields more profit per dollar of sales.

Explanation:

Note: The requirements for this question are two not three as erroneously stated. This is because, the first and the third question are the same. Therefore, the two relevant requirements of the question are:

1. Calculate the dollars of gross profit and the gross profit percentage from selling tags and cases.

2. Which product line yields more dollars of profit? - Which product line yields more profit per dollar of sales?

The explanation of the answers is now given as follows:

1. Calculate the dollars of gross profit and the gross profit percentage from selling tags and cases.

Sales revenue from tags = Sales value of 160 tags mailed to customers on Jan. 8 at a price of $30 per tag + Sales value of 260 tags mailed to customers on Jan. 21 at a price of $30 per tag = (160 * $30) + (260 * $30) = $12,600

Sales revenue from cases = Sales value of 120 cases mailed to customers on Jan. 19 at a price of $15 per case = 120 * $15 = $1,800

Total number of tags sold = 160 tags mailed to customers + 260 tags mailed to customers on Jan. 21 = 420

Total number of cases sold = 120 cases mailed to customers on Jan. 19 at a price of $15 per case = 120

Using FIFO, we have:

Cost of tags sold = Value of 260 tags purchased on Jan.2 from Xioasi Manufacturing (XM) at a cost of $7 per tag + Value of the remaining 160 (i.e. 420 – 260 = 160) tags sold based on the 360 tags purchased on Jan. 11 from XM at a cost of $10 per tag = (260 * $7) + (160 * $10) = $3,420

Cost of cases sold = Value of 60 cases purchased on Jan.4 from Bachittar Products (BP) at a cost of $2 per case + Value of the remaining 60 cases sold based on the 160 cases purchased on Jan. 14 from BP at a cost of $3 per case = (60 * $2) + (60 * $3) = $300

Therefore, we have:

1-a. Dollars of gross profit from selling tags = Sales revenue from tags - Cost of tags sold = $12,600 - $3,420 = $9,180

1-b. Dollars of gross profit from selling cases = Sales revenue from cases - Cost of cases sold = $1,800 - $300 = $1,500

1-c. Gross profit percentage from selling tags = (Dollars of gross profit from selling tags / Sales revenue from tags) * 100 = ($9,180 / $12,600) * 100 = 72.86%

1.d. Gross profit percentage from selling cases = (Dollars of gross profit from selling cases / Sales revenue from cases) * 100 = 83.33%

2. Which product line yields more dollars of profit? - Which product line yields more profit per dollar of sales?

2-a. Which product line yields more dollars of profit?

From part 1 above, we have:

Dollars of gross profit from selling tags = $9,180

Dollars of gross profit from selling cases = $1,500

Since the dollars of gross profit from selling tags of $9,180 is greater than the dollars of gross profit from selling cases of $1,500, this implies that Tag yields more dollars of profit.

2-b. Which product line yields more profit per dollar of sales?

From part 1 above, we have:

Total number of tags sold = 420

Total number of cases sold = 120

Therefore, we have:

Tag's profit per dollar of sales = Dollars of gross profit from selling tags / Total number of tags sold = $9,180 / 420 = $21.86

Case's profit per dollar of sales = Dollars of gross profit from selling cases / Total number of cases sold = $1,500 / 120 = $12.50

Since Tag's profit per dollar of sales of $21.86 is greater than Case's profit per dollar of sales of $12.50, this implies that Tag yields more profit per dollar of sales.

6 0
3 years ago
A savings account is useful for all of the following purposes EXCEPT…
Dimas [21]

Answer:

The correct answer is letter "A": Putting aside money for retirement.

Explanation:

Savings accounts are those where individuals' can deposit money to profit from the annual interest banks and financial institutions provide. Retirement accounts, on the other hand, are those funded with money discounted from employees' paychecks and do not allow withdrawals unless there is a major qualifying event -<em>if the type of retirement account allows it</em>.

8 0
3 years ago
Read 2 more answers
Sale price $60 $100 Variable costs $35 $60 Machine hours required for 1 vase 1 2 Total fixed costs are $600,000, and Rose Incorp
MrRissso [65]

Answer:

a) CM1 = 25

CM2 = 40

b) CMmh1 = 25

CMmh2 = 20

c) 25,000 units of Vase 1 and 12,500 units of Vase 2

d) OI = $ 525,000

Explanation:

a. Determine the contribution margin per unit for each type of vase.

The contribution margin per unit is equal to the difference between the sale price and the variable cost per unit:

CM_1=P_1-VC_1=60-35=25\\\\\\CM_2=P_2-VC_2=100-60=40

b. Determine the contribution margin per machine hour for each type of vase.

For the Vase 1, the number of machine hours per unit is 1. So the contribution margin per machine hour for Vase 1 is equal to CM1=$25.

For the Vase 2, the number of machine hours per unit is 2. Then, the contribution margin per machine hour for Vase 2 is equal to CM2=$40/2=$20.

c. Determine the number of units of each style of vase that Rose Incorporated should produce to maximize operating income.

There are 3 restrictions:

- Max 25,000 units of Vase 1

- Max 25,000 units of Vase 2

- 50,000 hours of machine hour

As the contribution margin per machine hour is higher for the Vase 1, so we start producing the more we can of Vase 1. The limit is 25,000 units.

Then, we are left with 25,000 machine hours available for Vase 2. We can produce 25,000/2=12,500 units, which is under the market constraint.

d. What is the dollar amount of the maximum operating income as calculated in C above

The operating income for the mix proposed in C is:

OI=CM_1*q_1+CM_2*q_2-FC\\\\OI=25*25,000+40*12,500-600,000\\\\OI=625,000+500,000-600,000\\\\OI=525,000

4 0
3 years ago
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