Answer:
Find attached complete question with the multiple choices:
The correct answer is false
Explanation:
The statement implies that in an hospitality business,13% to 16% of the guests checked in, in order to be served for free.
Hospitality business sector prouds itself in having clients that have taste and want value for money,this is evident in their ability to make payments for hotel reservations prior to arrival,as a result ,it would be out of place to say 13% to 16% of such individuals want free service.
Everyone knows that such luxury of service comes at a premium price,it is not in anyway similar to buying a course online where to some extent you enjoy a free service(freemium) and expected to pay for any service above the minimum.
All in all,hospitality is pay as you go.
Answer: parametric
Explanation:
As a general rule of thumb, when the dependent variable’s level of measurement is nominal (categorical) or ordinal, then a non-parametric test should be selected. When the dependent variable is measured on a continuous scale, then a parametric test should typically be selected. Fortunately, the most frequently used parametric analyses have non-parametric counterparts. This can be useful when the assumptions of a parametric test are violated because you can choose the non-parametric alternative as a backup analysis.
Answer:
A buyer would be willing to pay at most $24,000.
Explanation:
There is a 40% chance of getting low quality cars.
Value of high quality car is $30,000.
Value of low quality car is $15,000.
Price of car that buyer will be willing to pay
=40% of lower quality+60% of higher quality
=40% of $15,000+60% of $30,000
=0.4*15,000+0.6*30,000
=$6,000+$18,000
=$24,000
So, the buyers will be willing to pay a maximum value of $24,000.
Answer:
The indifference point is 1,410 units
Explanation:
Giving the following information:
Machine A:
Fixed costs= $160,000
Unitary variable cost= $80
Machine B:
Fixed costs= $270,000
Unitary variable cost= $2
<u>First, we need to structure the total cost formula for each machine:</u>
Machine A= 160,000 + 80x
Machine B= 270,000 + 2x
x= number of units
<u>Now, we equal both formulas and isolate x:</u>
160,000 + 80x = 270,000 + 2x
78x = 110,000
x= 110,000/78
x= 1,410 units
The indifference point is 1,410 units
