It is A. Provide public goods
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Answer: Gross pay- $1750.00
Net pay - $1,215.75
Explanation: Gross pay = Nomal time =$28*40= $1,120. Overtime = $28*1.5*15= $630 Total= $1,750
Net pay = $1,750 less Security tax, Medicare tax, federal income tax withheld.
$1750* 6.0%= $105
$1750* 1.5% = $26.25
Tax withheld= $403
Net pay= $1,750-$105-$26.25-$403
= $1,215.75
Answer:
The correct answer to the given above question is Zone of tolerance.
Explanation:
Zone of tolerance in simpler terms can be defined as the difference between a consumers desired level of service and the level of service a consumer considers adequate. This zone consists a range of various service performance that a consumer considers to be satisfactory. We can see this zone of tolerance when a consumer will stand in a line at a retail store , a consumer would be willing wait longer in the line if he or she thinks that product or service is valuable or a necessity to him and the waiting time would also depend on the type of store it is.
Answer:
Cash payments for income tax = $165000
so correct option is C. 165,000
Explanation:
given data
Income tax = $175,000
beginning tax payable = $30,000
end of the year tax payable = $40,000
to find out
Cash payments for income tax reported on the statement of cash flows
solution
we get here Cash payments for income tax that is express as
Cash payments for income tax = Income tax + beginning tax payable - end of the year tax payable ..............................1
put here value we get
Cash payments for income tax = $175000 + $30000 - $40000
Cash payments for income tax = $165000
so correct option is C. 165,000
Answer:
14.57%
Explanation:
A stock has a beta of 1.4
The expected return is 18%
The risk free rate is 6%
Therefore, the expected return on the market portfolio can be calculated as follows
18%= 6% + 1.4(market return-6%)
18%= 6% + 1.4market return - 8.4
18%= 6-8.4 + 1.4market return
18%= -2.4% + 1.4market return
18%+2.4%= 1.4market return
20.4= 1.4market return
market return= 20.4/1.4
= 14.57%
Hence the expected return on the market portfolio is 14.57%