Answer:
Wages, Rent, and Dividends; Steve would pay the government more in the form of taxes
Explanation:
<span>Price floors can have differing effects depending on other government policies. If the government agrees to purchase a specific maximum of unsold products at the price floor, it incentivizes a business to increase supply or at least to stay in the industry despite slow sales. Many governments do this for areas they see as strategically or politically significant, such as agriculture, or to prevent what they consider to be unfairly low prices of its products. If a foreign government sets a price floor for coffee beans, for example, and then agrees to buy the surplus up to a certain amount, it encourages growers to maintain their operations by placing an effective hedge against price fluctuations. If you own a small coffee shop, these price floors mean that you’re more likely to be able to find your imported beans, but you’ll pay more for them</span>
Answer:
i think its b even tho im probbly wrong
Answer:
paid in capital in excess of par value = $2000
and There will be a debit to Organisation expenses for $4,700
Explanation:
given data
charter authorized = 100,000 shares
common stock = $10 par value
issued = 270 shares
payment = $4,700
solution
we know here that
Paid up value of the stock = $10 per share
and here shares issue to the attorney satisfying the organisation expenses is 270 shares
so common stock = 270 shares × $10
common stock = $2700
so paid in capital in excess of par value = $2000
and There will be a debit to Organisation expenses for $4,700
Answer:
a)
P 175
Q = 250
Profit6,250
b)
P 325
Q = 875
Profit 153,125
c)
Q = 1200
P = 260
Profit = 287,000
Explanation:
It maximize profit at MR = MC
MR = 200 - 0.2Q
MC = 150
150 = 200-0.2Q
Q = 50/0.2 = Q = 250
Price:
250 = 2000 - 10P
P = 1750/10 = 175
<u></u>
<u>Profit: revenue - cost</u>
$175 x 250 session - $150 per session = 6,250
<em>At new functions:</em>
150 = 500-0.4Q
Q = 350 / 0.4 = 875
Price:
875 = 2,500 - 5P
P = (2500-875)/5= 325
<u>Profit</u>
(325 - 150) * 875 = 153,125
<u>If cost changes:</u>
cost: 1000 + 20Q
marginal cost: 20
20 = 500 - 0.4Q
Q = 480 / 0.4 = 1,200
Price:
1,200 = 2500 - 5P
P = 1300/5 = 260
<u>Profit</u>
(260 - 20)Q - 1,000 = 287,000
