Answer:
$3,556
Explanation:
Because the startup expenditure is above $50,000, the startup expenditures which are not deducted may be amortized over a period of 180 months starting from the beginning of trade.
This is calculated as the startup cost is divided by the total number of months allowed to be amortized and the answer is then multiplied by the months traded during the year. In the case provided the months in which the Oleander Corporation has been trading are 10 months starting from March-December 2019.
Amortizable amount {($64,000 / 180 months) * 10 months}
= $3,556 this is total deduction allowed as startup expenditure.
 
        
                    
             
        
        
        
I’m not sure but roughly 2.66. PLEASE don’t get mad if I’m wrong
        
             
        
        
        
A rent ceiling set below the equilibrium rent creates a situation in which the quantity demanded of housing is greater than quantity supplied.
<u>Option: C</u>
<u>Explanation:</u>
Rent limit is the highest price a property owner can demand for rent. Rent ceilings are typically fixed by legislation and limit how high the rent can be in a given area. Although, the amount of affordable housing is also reduced as a consequence of this rule, as tenants are not interested in renting out their properties at a cheap price.
Nevertheless, if the limit is placed underneath the level of equilibrium then a reduction of deadweight is produced. Many issues come in the form of illegal markets, scanning time and charges that aren't leased precisely like key money i.e. high initial cost for new keys.
 
        
             
        
        
        
The price at which equilibrium is reached is known as the equilibrium price. In economics, the equilibrium price is reached when the quantity of a certain product will match the demand of a certain product with regard to price per product. In order to solve for this, you have to compute for quantity demand and quantity supply. After that, you have to graph the line of these two equations and find where these two lines would intersect to find the equilibrium price.