Answer:
A decision to convert to rental should consider factors such as the taxpayer’s marginal tax rate, availability of excluding gain from the sale of a personal residence, expected growth rate of the rental property, length of time the house will be rented before being sold, cash flow from renting, effect of the passive activity rules, and rate of return on other invested funds.
How rent-to-own investments solve cash flow issues. HomeNews. by Neil Sharma 19 Mar 2019.. and you can redirect that equity to buy rent-to-own properties.". where she explained how a single investor helped seven families become homeowners while cash flowing $60,000 a year.
Answer:
2) strategic positioning
Explanation:
Based on the scenario being described within the question it can be said that they have most likely been able to provide this through strategic positioning. This term refers to the way in which a company sets itself apart from the competition in a market and provides value to their customers. Allowing them to make specific decisions based on their position. Such as FindFor is able to provide all of their online services.
Answer:
D. Tasha: "If coffee drinkers expect the price of coffee to rise next month, then current demand will go up and lead to a price increase this month."
This is the only one with incorrect economic analysis
Explanation:
A. is correct because a shortage of supply would drop the price as we can see in the Graph 1 with the supply curve.
B. is correct because if the two goods are substitues then a lower price for caffeinated soft drinks like Mountain Dew would cause the consumer demand for coffe to go down because the consumers would prefer the good with lower price, rising the demand for Mountain dow in detriment of coffe.
C. is correct as we can see in the Graph 1, the increse in the demand would generate a higher price but it would make the demand go back to D1
D. is incorrect because if coffee drinkers consume more coffee this monht the price would lower.
Formula for the monthly payment:
M = P * r * ( 1 + r )^n / (( 1 + r )^n + 1 )
where: P = $100,000 r = 0.12 : 12 = 0.01 n =12 * 5 = 60
M = 100,000 * 0.01 * ( 1 + 0.01 )^60 / (( 1 + 0.01 )^60 + 1 ) =
= 1,000 * ( 1.01 )^60 / (( 1.01 )^60 + 1 ) =
= 1,000 * 1.8167 / 0.8167 = 1,000 * 2.22444 =
= $2,224.44
The monthly payment is $2,224.44.
Answer:
advanced education
Explanation:
just got it right on edge 2020
