Answer: the correct answer is a. Machine B
Explanation:
Machine A average rate return
40000 out of 300000. It means that 300000 is 100% and $ 40000 is X. We apply a simple three rule:
40000 X X= 4000000/300000
300000 100% X= 13.33%
Machine B average rate return
50000 out of 250000. It means that 250000 is 100% and $ 50000 is X. We apply a simple three rule:
50000 X X= 5000000/250000
250000 100% X= 20%
Machine C average rate return
$75,000 out of $500,000. It means that $500,000 is 1005 and $75,000 is X. We apply a simple three rule
$75,000 X X=7500000/500000
$500,000 100% X= 15%
The highest average is the one onf Machine B
Answer:
The total income tax expense for 2019 =152.000. Is not available in the options given by the exercise.
Explanation:
- Tax on insurance expense deductible for accounting purposes in 2019= 70000*40%=28.000
- Income tax expense for 2019 = 180.000-28.000=152.000
Answer: Yes it is
Explanation:
The Permanent Income Hypothesis posits that human expenditure in the short term is based on the amount of income they expect to get as income over the long term.
If a person for instance, knows that they will receive a pay cut at the end of the year, they will probably spend less today to survive the pay cut.
Same goes for the worker in this scenario. They know that the amount they saved is all they have now and into the future so they are adjusting their expenses to ensure they survive on that saving.
Answer:
The expected return on Bo's complete portfolio will be "10.32%".
Explanation:
The given question is incomplete. Please find attachment of the complete question.
According to the question, the given values are:
Port's expected return,

T-bill's expected return,

Port's weight,

T-bill's weight,

Now,
The Bo's complete portfolio's expected return will be:
⇒ 
On substituting the given values, we get
⇒ 
⇒ 
Note: percent = %