Answer:
$48,200
Explanation:
Given:
Selling price of home = $140,000
Acquisition price = $45,000
Closing cost = $2,000
Cost of fireplace and family room = $35,000
Real estate commission = 0.07 × 140,000 = $9,800
Total adjusted basis = 45,000 + 2,000 + 35,000 + 9,800
= $91,800
Taxable gain = Selling price - adjusted basis
= 140,000 - 91,800
= $48,200
Answer:
a. advertising
Explanation:
Advertising: It is a creative marketing strategy to promote product and service by using paid communication channel. It help to spread awareness to the target audience. This technique is used to aware public about product, social cause, scheme or government policies.
There are three primary objective of advertising:
Advertising follow the AIDA model, which states awareness leads to Interests which lead to Desire and finally lead to Action.
<span>The answer is 1.43 % per day.
Calculations:
Formula for simple interest: I=PRT, where I=interest; P= borrowed amount; R=rate of interest in percentage; T=time for repayment
hence; P=$300, I=$60, T=14 days, then R=?
R={(I/PT) *100)}% per day={(60/300*14)*100}=1.43 % per day
interest rate (R) that Fred was charged for the aforementioned loan was 1.43 % per day</span>
Answer:
The answer is. C) any buyer who is willing and able to pay the price will find a seller for the product.
Explanation:
At a product's equilibrium price, the quantity demanded of the product equals the quantity supplied of the product. So that means that there will always be a supplier willing to sell the product to any consumer who is willing to pay for that product.
Answer:
Mel
If Mel is risk-neutral, then in the absence of trip insurance, the most she will be willing to pay for the cruise is _______.
c. $1,220
Explanation:
a) Data and Calculations:
Mel's value of a cruise in nice weather = $2,000
Mel's value of a cruise in bad weather = $50
Probability of nice weather = 60%
Probability of bad weather = 40%
Expected value:
Weather Outcome Probability Expected Value
Nice weather $2,000 60% $1,200
Bad weather $50 40% $20
Total expected value of a cruise $1,220
