<span>The contractual standard for product safety and liability that says the buyer chose to make the purchases and knows the each purchase involves informed consent is often referred to as the standard of caveat emptor. This is simply a warning that lets the buyer know and understand the product is sold as is and is subject to all defects. Basically, another way of saying buyer be ware.</span>
Answer:
The most accurate estimate of lost profits is
3) a weighted average that gives twice the weight to the last six months as to the first six months
Explanation:
In this case, after Mr James' suggestions, I consider several options as an estimate of lost profits, which are:
1) The full year: In this case the the entire data for the year would be considered for estimation.
2) The last six months: Here, half of the year's data would be considered for estimation.
3) Weighted average that gives twice the weight to the last six months as to the first six months: This means that the data for the most recent months should be given more weight more than the first six months. It means that the most recent data would be more accurate than that of the first 6months, and the most recent data should be trusted more than the data of the previous 6 months.
Here, a ratio of 2:1 is used to assign weight to the last six months and first six months respectively.
4) Some other weighted average: This is similar to option 3 not same ratio is used, but some other weights could be assigned depending on other factors.
Therefore, the weighted average gives the most accurate estimate of lost profits as in option (3) because it considers the most recent data.
Part A:
Given that <span>Box office revenue at a multiplex cinema in paris is

euros per showing when the ticket price is p euros.
When p = 9,

Part B:
The linear approximation of the change in a function Δf(x) using a value, a, close to x is given by:

Given that </span><span>

, then

</span><span>Using a = 9, we have:

Thus, If p is raised by 0.5 <span>euros, then

Part C:
</span></span><span>The linear approximation of the change in a function Δf(x) using a value, a, close to x is given by:

Given that </span><span>

, then

</span><span>Using a = 9, we have:

Thus, If p is lowered by 0.5 <span>euros, then

</span></span>
Answer:
Option 2 produces the higher net income = $115,150
Explanation:
Option 1: Increase selling price by 12%
Selling price = 382,500/5,100=$75
$
Sales revenue (112%×75×5,100) 428,400
Variable cost sales (259,000)
Fixed cost cost (<u> 99,000)</u>
Net income <u>70400</u>
Option 2 $
Sales revenue 382,500,
Variable cost sales(65%× 259,000) (168,350
)
Fixed cost cost (<u> 99,000)</u>
Net income <u> 115,150</u>
Option 2 produces the higher net income = $115,150
Answer: Cash is credited for, Equipment is debited for and Notes Payable is credited for.
Explanation:
Let's assume the business purchases equipment by paying $5000 in cash and then issued a note payable of $15000.
Then, the journal entry will be:
Debit Equipment $20000
Credit Cash ($20000 - $15000)=$5000
Credit Note payable $15000