Answer: False
Explanation:
When the government subsidies production of a good, it leads to a rise in the supply of the good. The supply curve shifts down to the right leading to a <em>fall in the price level</em>. But the <em>equilibrium quantity increases</em>.
Thus, the given statement is false that if the government decides to subsidize the production of a good, the result would be a decrease in the equilibrium price and a decrease in the equilibrium quantity.
Answer:
$0.45
Explanation:
Computation for the theoretical value of a right before the ex-rights date
Using this formula
Theoretical value=(Common stock-Required offering subscription shares)÷(Offering require right+1)
Let plug in the formula
Theoretical value= ($40 ‒ $35) ÷ (10+1)
Theoretical value= $5.00 ÷ 11
Theoretical value=$0.45
Therefore the theoretical value of a right before the ex-rights date will be $0.45
Answer:
$8,171.37
Explanation:
first we must find the value of their account before they start receiving the distributions, (i.e. how much money they need to have in 20 years):
present value = annual payments x annuity factor
- annual payments = $30,000
- annuity factor (PV, 4%, 10 periods) = 8.1109
present value = $30,000 x 8.1109 = $234,327
now we need to calcualte the annual contribution in order to have $234,327 in 20 years:
future value = annual payment x annuity factor
annual payment = future value / annuity factor
- future value = $234,327
- annuity factor (FV, 4%, 20 periods) = 29.778
annual payment = $234,327 / 29.778 = $8,171.37
Answer:
False
Explanation:
Because taxes are necessary to sustain public expenses, income distribution, seek greater efficiency of the economy and soften the crises. Therefore, its general objective is not to create incentives.
Answer:
sale price is $75,825
Explanation:
given data
profit = $50,000
first mortgage = $21,275
commission = 6%
solution
we have here 6 % commission
so there will be = 100% - 6% = 94 %
and
total profit = profit + commission
total profit $50,000 + $21,275
total profit = $71,275
so sale price will be
sale price = 
sale price = $75,825