I got asked out last week by one popular kids at school, i knew something was up; but instead i looked down......

In the airline industry, the ______________ of offering international routes restricts movement between hub-and-spoke and point-

andreyandreev [35.5K]

In the airline industry, the exit barrier of offering international routes restricts movement between hub-and-spoke and point-to-point airlines.

<h3>What is the exit barrier?</h3>

This is the term that is used to describe all of the challenges and the impending difficulties that may prevent a company from exiting a market.

This question tells us that it is a barrier of exit and restriction of movement between hub-and-spoke and point-to-point airlines.

Read more on exit barrier here: brainly.com/question/2975624

#SPJ1

5 0

2 years ago

The bookbinder company has made $150,000 before taxes during each of the last 15 years, and it expects to make $150,000 a year b

allochka39001 [22]

A company can carryback losses up to 3 years. This means that the company can use its 525,000 2015 loss to obtain a credit for income taxes paid in the previous 3 years, 2012-2014. The calculation is as follows:

2012 Carryback: 150,000 x .35 = 52,500

2013 Carryback: 150,000 x .35= 52,500

2014 Carryback: 150,000 x .35 = 52,500

The check that Book Binder receives will be 52,500 x 3 = 157,500.

Its tax liability in 2015 will be zero, and its loss eligible for carryforward will be 525,000-450,000=75,000, since it has already carried back $450,000 of its loss (2012-2014 income).

Its liabilities in future years will be:

2016: (150,000-75,000) x .35 = 26,250. We have now exhausted all tax credits possible from the 2015 loss.

2017-20: 150,000 x .35 = 52,500

4 0

3 years ago

Bruner Stores wants to have 900 shovels in ending inventory on December 31. Budgeted sales for December are 2,500 shovels. The N

ziro4ka [17]

Answer: 2,900 shovels

Explanation:

Ending Inventory = Beginning Inventory + Total Inventory Purchased - Sales

900 = 500 + Total produced - 2,500

Total Purchased = 900 + 2,500 - 500

Total purchased = 2,900 shovels

NB; There was no beginning balance in your question so I gave a random figure of 500 units. Use the equation if the figure is different.

5 0

3 years ago

amish Life, an insurance company, defines the difference in pay between an entry-level recruiter and an entry-level assembler, a

denis-greek [22]

Answer: Two things are being exemplified here;

1.) Pay structure

2.) Job structure

Explanation: A pay structure in an organisation defines what an employee will earn based on some factors such as; efficiency; length of time; value; position. (the difference in pay between an entry-level recruiter and an entry-level assembler)

While a job structure defines the different levels employees in an organisation are in and who they report to. (as well as the difference between an entry-level recruiter, the HR manager, and the organization's Vice President)

7 0

3 years ago

For the last 20 years, Terry has made regular quarterly payments in the amount of $308 into an account paying 1. 5% compounded q

Alexxx [7]

The amount that will be received by Terry at the end of every year for 10 years is $<u>3,803.97</u>

Computations:

1. First the future value will be computed:

Given,

$A$ =$308, Annuity or the quarterly payment amount.

$r$ =1.5%, the rate of interest to be paid quarterly; thus the effective rate of interest will be: 0.375% $(\frac{1.5\%}{4})$

$n$ = 20 years, number of periodic payments, but the effective time period for the computation will be 80 payments that are: $(20\times4(\text{quarter}))$

$\begin{aligned}\text{Future Value}&=\dfrac{A\times(1+r)^n-1}{r}\\&=\dfrac{\$308\times(1+0.00375)^{80}-1}{0.00375}\\&=\$28,672.88\end{aligned}$

2. From the determined future value that will be used in the present value formula, where 5.5% interest compounded at which Terry will receive an amount for every 10 years will be computed.

Given,

Present value =$28,672.88

$r$ =5.5%, the coumpounded rate of interest

$n$ =10 years

$\begin{aligned}\text{Present Value}&=\dfrac{A(1+r)^n-1}{r(1+r)^n}\\\$28,672.88&=\dfrac{A(1+0.055)^{10}-1}{0.055(1+0.055)^{10}}\\A&=\dfrac{7.537}{\$28,672.88}\\A&=\$3,803.97\end{aligned}$

Therefore, after the payment of $308 for 20 years, Terry will start receiving the amount of $3,803.97 every 10 years.

To know more about the future value and present value, refer to the link:

brainly.com/question/14799840

7 0

2 years ago