The following are all examples of abnormal items disclosed by the company, except: (4 points) A) Goodwill Impairment Charges B)
1 answer:
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The minimum sales required by Jennifer to meet her savings goal must be $26.25 per hour or $2100 for September.
Given that,
Savings desired = $1500
Monthly expenses = $600
Let money earned by her every hour be
No. of scheduled work hours
So,
Total money earned for the month
×
As we know,
Money left = Total money earned - expenses
-
...(i)
A.T.Q.
Money left must be = $1500
Then, by putting the variables in equation (i), we get
Now, solving for
_______________
∵
Thus, the required sales are $ per hour or (
×
= $2100) for the month of September.
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Answer:<u><em> Price per ticket should be charged in order to maximize revenue is $15.</em></u>
<u><em>70000 people will attend at this price.</em></u>
<u><em></em></u>
Explanation:
Let 'x' represent the decrease .
Using the given information,
Price per ticket = 24 - 3x
Average no. of people that watch the game = 40000 + 10000x
Additional money spent by every person = 6(40000 + 10000x)
Revenue [R(x)] = Price per ticket Average no. of people that watch the game + Additional money spent
Revenue [R(x)] = (24 - 3x)(40000 + 10000x) + 6(40000 + 10000x)
On solving the above equation we get ,
Revenue [R(x)] = -30000 + 180000x + 1200000
In order to find the critical point we'll differentiate the following with respect to x;
R'(x) = -60000x + 180000
∵ R'(x) = 0
x = 3
<u><em>Thus, the price per ticket that should be charged in order to maximize revenue is (24 - 33 = 24 - 9 = $15)</em></u>
<u><em>People that will attend at this price = (40000 + 100003) = 70000</em></u>