Answer:
$31,500
Explanation:
On November 1, 2019, Kate leased out a buliding for $4,500 per month.
On the same day( November 1, 2019) she received seven months payment for the building. Which means she received $31,500 (4,500* 7 months).
Accural taxpayers must be able to include all amount they are to receive for payments of services, once they earn it.
Since Kate is an accural taxpayer, and she receive the $31,500 payment on November 1, 2019, she must include the whole $31,500 on her 2019 tax return as a result of this transaction.
Answer:
I think industrial markets
Answer: True
Explanation:
The Hawthorne studies were designed originally in order to show the relationship that existed between productivity and the workplace conditions.
A study like the the level of lighting was used to show correlation with the productivity of the workers and the result was that demonstrated that no matter what the levels of light and noise were, there was an increase in the worker productivity because the workers liked the attention they received by being part of a study.
Answer:
b. Greenwashing
Explanation:
Greenwashing refers to misleading customers by portraying fake compliance with environmental laws by a company. In such cases the company at fault showcases it's products as environmental friendly, made using natural ingredients which actually is not the case.
Misleading refers to employing fraudulent practices intended to deceive the customers with an intention to increase the sales volume.
In the given case, the company in question labelled it's products as environmental friendly despite knowing such is not the case as the facts suggest otherwise.
Thus, this is a case of Greenwashing.
Answer:
1. a. 4.081%
2. c. $23,536.36
Explanation:
1. Periodic rate=(4.4%/4) = 1.1%
EAR=(1+APR/m)^m-1
where m=compounding periods
= (1+0.044/4)^4-1
= 1.011^4 - 1
= 1.04473133864 - 1
= 0.04473133864
= 4.47%
EAR=(1+APR/m)^m-1
where m=compounding periods
=(1+0.04/365)^365-1
= (1+0.00010958904)^365 - 1
= 1.00010958904^365 - 1
= 1.04080849272 - 1
= 0.04080849272
= 4.081%
2. A=P(1+r/365)^365*n
where A=future value, P=present value, r=rate of interest, n=time period.
= 22000*(1+9%/365)^(9/12*365)
= $23,536.36
