Answer:
$415,000
Explanation:
Following is the formula for cash flow:
<em>Ending Cash Balance = CFO + CFI + CFF + Beginning Cash Balance</em>
<em>CFO = Cash flow from operating activities</em>
<em>CFI = Cash flow from investing activities</em>
<em>CFF = Cash flow from financing activities</em>
We can easily rearrange the formula to find CFO
<em>Ending Cash Balance - CFI - CFF - Beginning Cash Balance = CFO </em>
<em>or </em>
<em>CFO = Ending Cash Balance - CFI - CFF - Beginning Cash Balance</em>
<u>Solution</u>
<em>CFO = $415,000</em>
Answer:
Yes, there is no need to change the eatings habits
Explanation:
Ari will maximize utility until
MU / P for both is equal in order to be at equilibrium
So, in this case,
For Hot dogs
= MU / P
where
MU is marginal utils, which is 20
P is Price, which is $2
So,
= 20 / $2
= 10
For Hamburgers
= MU / P
where
MU is marginal utils, which is 25
P is Price, which is $2.5
So,
= 25 / $2.5
= 10
Therefore, MU / P for hot dog = MU / P for Hamburger
Hence, there is not need to change the eatings habits.
Answer:
D) is not acceptable because such a guarantee would cause a conflict of interest pertaining to the IA's fiduciary duty to each client
Explanation:
The members of the North American Securities Administrators Association (NASAA) must follow their Model Rule which prohibits investment adviser firms from guaranteeing investment results, in other words they cannot guarantee a minimum profit.
In this case the employee suggested that if their clients didn't earn a minimum 12% profit, then they would refund any fees collected. But the IA firm is not allowed to guarantee the 12% value increase or profit.
Let x represent the number of packages Charlie needs to sell to make a monthly income of $5, 000
Since he sells cookies only in packages of 10 then he has to sell 10x to make that income. But Charlie has expenses that has to be deducted from his total sales to make that figure.
So the total expenses is $1, 500 in overhead and an extra $3.50 per material per package. So the total expenses = 1500 + 3.50x
If he has to make $5, 000 at the end of the month we have
10x - (1500 + 3.50x) = 5000
10x - 1500 - 3.50x = 5000
6.50x = 5000 + 1500 = 6500
Solving we find:
x = 1, 000 packages
