Answer:
The ability of a firm to improve contribution margins (revenue-variable costs) as its sales volume increases. Infinite scalability can occur only when the variable cost of serving an additional customer is zero.
Explanation:
The best that I can do
Hope this helps : )
Answer:
A) <em><u>a,s,d,f, and either g or caps lock</u></em>
B) <u><em>l,k,j,h, and, ;</em></u>
Explanation:
Answer:
The explanation is for 10 inputs though. You'd have to follow these steps to find input 50 numbers.
Explanation:
This is how I wrote it in the Plain English programming language which looks like pseudo-code but compiles and runs (to save you all the rest of the steps):
To run:
Start up.
Write "Enter 10 numbers separated by spaces: " on the console.
Read a reply from the console.
Loop.
If the reply is blank, break.
Get a number from the reply.
Add 1 to a count.
Add the number to a total.
Repeat.
Write "The total is: " then the total on the console.
Put the total divided by the count into an average.
Write "The average is: " then the average on the console.
Refresh the screen.
Wait for the escape key.
Shut down.
Answer:
Explanation:
The algorithm can be described as follows
The first process is to ensure that the constraints for the time at which the offers begin is well defined.
TIME1 = 14:00
TIME2 = 16:00
TIME3 = 18:00
Then, decide the final number of meal following the free meal that has been offered.
NUMBER_OF_MEALS=4;
Then; decide the prices attached to the meal at regular times.
PRICE = 200;
At regular mode, decide the prices attached to the meal and as well as when the offer time commences.
PRICE_OFFER = 160;
Then ask the client(i.e the user) to put in the value required for the number of meals they desire to order.
Input values in n
Suppose (the value exceeds 8)
Then proceed to enquire from the client if they wish to go for the offer.
If not, use the regular price for the order.
Assume the client asks if the offer is a good one to bid for.
You are to show then the analysis of the calculation.
regular = 8 × PRICE
offer = 8 × PRICE_OFFER
profit = regular - offer
Finally, show the profit to the client which will let them know if it is good to bid for it or not.
