Answer:
The answer is: If Allen is a professional gambler, he can use his gambling losses to offset the income from his gambling activities.
Explanation:
We can consider the airfare and hotel expenses as income part of Allen's income (+$3,000) but since he lost more money in the casino (-$25,000), the net effect is an economic loss (-$22,000).
That economic loss isn't tax deductible unless he was a professional gambler, then he could offset his income by $22,000.
Answer:
advertising, product promotion, and changes in the real or perceived characteristics of a product.
Explanation:
As the name suggest Non-price competition is the competition where there is a competition not based upon the price but the product of the company would be different from the rival company on the basis of characteristics like design, labelling, etc
So according to the given options, last second option is correct
And, the same would be considered
Answer:
The correct option is E,14
Explanation:
In using the two-day moving average to forecast for the next day sales, the previous two days sales are taken , summed to up and finally averaged(that is divided by 2)
Next day forecast=sum of previous two days sales figures/number of days
sum of previous two days forecast=13+15=28
since the number of the days is 2 ,the 8 is divided by 2,28/2=14
Ultimately the next day forecast sales figure is 14 newspapers
Option A is wrong that is just considering of the two previous day, the same thing applies to option B.
Option C is the sum of previous two days sales without being divided
Answer:
40 students
Explanation:
The cost of the bus is $480
For x students, the cost of each ticket will be 35 - 0.30x
The total cost of the tickets for x students will be x(35 - 0.30x)
To find the number of students that will make the cost per student equal to $33, we solve for x:
<u>480+ x(35 - 0.30x)</u> =35
x
480+ x(35 - 0.30x<u>)</u> = 35x
480 + 35x - 0.30x² = 35x
480 = 0.30x²
1,600 = x²
40 = x
The cost per student will be $35 if the number of students is 40; it will be less than $35 if the number of students is greater than 40.