Answer:
a. $118,220
Explanation:
The computation of the cost of good sold is shown below:
As we know that
Cost of goods sold = Beginning Inventory + Net purchases + Freight in - Ending Inventory
where,
Net purchase is
= Purchases - Purchase returns and allowances - Purchase discounts
= $102,800 - $10,280
= $95,520
And, the other items values would remain the same
so, the cost of goods sold is
= $30,840 + $92,520 + $15,420 - $20,560
= $118,220
hence, the cosr of good sold is $118,220
Answer:
The monetary base remains unchanged
Explanation:
Answer:
Market value of common stocks = 12,100 x $55 = $665,500
Market value of preferred stock = 310 x $91 = $28,210
Market value of bonds = 370 x $2,230 = $825,100
Market value of the company $1,518,810
Capital structure weight of preferred stocks
= $28,210/$1,518,810
= 0.0186
The correct answer is A
Explanation:
In this question, we need to calculate the market value of the company, which is the aggregate of market value of equity, market value of preferred stocks and market value of bond. The capital structure weight of preferred stock is the ratio of market value of preferred stock to market value of the company.
<span>Price = $130.00
First, express q in terms of p by solving for q the equation p = 220 -3q. So
p = 220 - 3q
p - 220 = -3q
-p/3 + 220/3 = q
Now the total profit will be pq - 40q. Simplify and substitute the equation above for q. So
pq - 40q
q(p-40)
(-p/3 + 220/3)(p-40)
-p^2/3 + 40p/3 + 220p/3 - 8800/3
-p^2/3 + 260p/3 + 8800/3
Now since you want the maximum value, that will be where the root(s) of the first derivative of the above expression is 0, so calculate the first derivative.
-p^2/3 + 260p/3 + 8800/3
-2p/3 + 260/3
And solve for 0
-2p/3 + 260/3 = 0
260/3 = 2p/3
260 = 2p
130 = p
So the best price for maximum profit is 130.
Let's verify that.
130 = 220 - 3q
130 + 3q = 220
3q = 90
q = 30
So at that price point, the monopolist will make
30(130-40) = 30(90) = 2700 profit.
Let's verify that by checking the price for 29 and 31 units to see if the profit is reduced for both cases.
Trying 29 units.
p = 220 - 3q
p = 220 - 3*29
p = 220 - 87
p = 133
And calculating the new profit.
29(133-40) = 29(93) = 2697 profit.
So there's less profit at a higher price. Now try for 31 units.
p = 220 - 3q
p = 220 - 3*31
p = 220 - 93
p = 127
And calculating the new profit.
31(127-40) = 31(87) = 2697 profit.
And there's less profit at a lower price as well.</span>
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