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oksano4ka [1.4K]
4 years ago
9

How many combinations of 6 different 10th grade subjects can tyler choose from the 9 subjects offered?

Business
1 answer:
Lemur [1.5K]4 years ago
5 0
This is simply a Combination Problem: The number of 6-combinations from a set S with 9 elements. Using the definition of Combinations:

C(9,6) = (9!)/[(6!)(9-6)!] = 84

So your answer is 84.
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The supply of seats for a psychology class at 10 a.m. is the same as the supply of seats for the same class at 2pm LO5 MO1 There
alex41 [277]

Answer:

The demand for 10 a.m. class is higher than the demand for the 2 p.m. class.

Explanation:

The supply of seats for the psychology class at 10 a.m is the same as the class at 2 a.m. But there is a surplus of seats at 2 a.m class and shortage of seats at 2 p.m class.  

Other things being constant this implies that more students are attending the 10 a.m class than the 2 p.m. class. This shows that the demand for the 10 a.m class is comparatively higher than the demand for the 2 p.m. class.  

This causes a surplus of seats at 2 p.m and shortage of seats at 10 a.m.

7 0
3 years ago
Sunset Travel Agency specializes in flights between Toronto and Jamaica. It books passengers on Hamilton Air. Sunset’s fixed cos
xxTIMURxx [149]

Answer:

See the explanation below.

Explanation:

1 a. Calculate the number of tickets Sunset must sell each month to break even.

Selling price = 6% * $1,500 = $90 per ticket

Variable  cost per unit = $43 per ticket

Contribution margin per unit = $90 – $43 = $47 per ticket

Fixed cost = $23,500

Break-even tickets per month = Fixed cost / Contribution margin per unit = $23,500 / $47 =  500 tickets

1 b. Calculate the number of tickets Sunset must sell each month to make a target operating income of $10,000 per month.

Number of tickets = (Fixed cost + Targeted profit) / Contribution margin per unit = ($23,500 + $10,000) / $47 = 712.77, or 713 tickets

2 a. Calculate the number of tickets Sunset must sell each month to break even.

Selling price = 6% * $1,500 = $90 per ticket

Variable  cost per unit = $40 per ticket

Contribution margin per unit = $90 – $40 = $50 per ticket

Fixed cost = $23,500

Break-even tickets per month = Fixed cost / Contribution margin per unit = $23,500 / $50 =  470 tickets

2 b. Calculate the number of tickets Sunset must sell each month to make a target operating income of $10,000 per month.

Number of tickets = (Fixed cost + Targeted profit) / Contribution margin per unit = ($23,500 + $10,000) / $50 = 670 tickets

3 a. Calculate the number of tickets Sunset must sell each month to break even.

Selling price = $60 per ticket

Variable  cost per unit = $40 per ticket

Contribution margin per unit = $60 – $40 = $20 per ticket

Fixed cost = $23,500

Break-even tickets per month = Fixed cost / Contribution margin per unit = $23,500 / $20 =  1,175 tickets

3 b. Calculate the number of tickets Sunset must sell each month to make a target operating income of $10,000 per month.

Number of tickets = (Fixed cost + Targeted profit) / Contribution margin per unit = ($23,500 + $10,000) / $20 = 1,675 tickets

Comment:

Due a fall in commission, there are appreciable increases in the break-even point and the number tickets that have to be sold to meet a targeted operating income of $10,000.

4 a. Calculate the number of tickets Sunset must sell each month to break even.

Selling price = $60 + $5 = $65 per ticket

Variable  cost per unit = $40 per ticket

Contribution margin per unit = $65 – $40 = $25 per ticket

Fixed cost = $23,500

Break-even tickets per month = Fixed cost / Contribution margin per unit = $23,500 / $25 =  940 tickets

4 b. Calculate the number of tickets Sunset must sell each month to make a target operating income of $10,000 per month.

Number of tickets = (Fixed cost + Targeted profit) / Contribution margin per unit = ($23,500 + $10,000) / $25 = 1,340 tickets

Comment:

The $5 delivery fee brings about an increased contribution margin higher than before, which makes both the break-even point and the tickets sold to achieve operating income of $10,000 to fall.

6 0
3 years ago
Use your newly found knowledge to explain credit card disclosure statements to someone who has never received one. Write a one t
Anastaziya [24]

Answer:

Credit card disclosure statements include almost everything you need to know about credit cards. The statements include the APR rates, Annual Fee, Late Fees, and Introductory Rates. Annual Percentage Rates are one of the most important things to do with credit cards. They are the costs of the loan each year expressed as a percentage. Loans are used for pretty much everything nowadays. Most people only use them for things like buying cars or buying a house. Lenders for loans often check your credit score, years of employment and other things. Having credit card debt affects your ability to get loans. That is why it’s important to pay off credit cards on time rather then late. Disclosure statements help everyone figure out the information on their credit card and their payments.

7 0
3 years ago
The centralized computer technology department of Hardy Company has expenses of $320,000. The department has provided a total of
Irina-Kira [14]

Answer:

Retail Division  $480,000

Commercial Division  $30,000

Explanation:

To measure divisional income consider only those items attributable to a particular division.

Retail Division

Sales                                                                             2,150,000

<em>Less</em> Cost of Sales                                                       (1,300,000)

Controllable Contribution                                              850,000

<em>Less</em> Controllable Fixed Cost :

Selling expenses                                                          (150,000)

Allocated Central Cost (2,750/4,000×$320,000)     (220,000)

Divisional Profit Contribution                                       480,000

Commercial Division

Sales                                                                              1,200,000

<em>Less</em> Cost of Sales                                                        (800,000)

Controllable Contribution                                              400,000

<em>Less</em> Controllable Fixed Cost :

Selling expenses                                                          (150,000)

Allocated Central Cost (1,250/4,000×$320,000)      (220,000)

Divisional Profit Contribution                                         30,000

8 0
4 years ago
A customer sells short 100 shares of ABC stock at $74 per share. The stock falls to $66, at which point the customer writes 1 AB
Gekata [30.6K]

Answer: $62

Explanation:

The customer sold the stock short at $74 per share. Later on, the customer sold a Sept 65, Put at $3 on this stock. If the short put is exercised, the customer is obligated to buy the stock at $65 per share. Since the customer received $3 in premiums when the put was sold, the net cost to the customer is $62 per share for the stock (this is the cost basis in the stock for tax purposes). The stock that has been purchased is delivered to cover the short sale, closing the transaction. The customer's gain is: $74 sale proceeds - $62 cost basis = 12 point gain.

4 0
3 years ago
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