Answer:
$93
Explanation:
Social security tax is a constant figure of 6.2% for each paycheck.
Tate's annual pay is $36,000. If she is paid twice per month, it means she has 24 paychecks. ( 12 months x 2 payments).
For each payment, she receives, $36,000 divide by 24 paychecks
=$36,000 /24
=$1500
Amount withheld for each paycheck is
=6.2% of $1500
=6.2/100 x 1500
=0.062 X 1500
=$93
Answer:
Production= 76,500
Explanation:
Giving the following information:
Motorcycle Manufacturers, Inc. projected sales of 76,000 machines for 2010. The estimated January 1, 2010, inventory is 6,500 units, and the desired December 31, 2010, inventory is 7,000 units.
We need to use the following formula:
Production= sales + desired ending inventory - beginning inventory
Production= 76,000 + 7,000 - 6,500
Production= 76,500
Answer:
Ethical
Explanation:
The ethical dilemma means the uncertainties form that developed due to violation of the moral standard that would be held in our life
It would be considered right when she tells to the client regrading the mice problem but she is discouraged as she know that if she do this than she would mess up with the sales that decrease the salary
So this given situation represent an ethical dilemma
<u>C.</u> Satisficer
<h3><u>What is a satisficer?</u></h3>
A decision-making method called satisficing aims for a satisfactory or adequate outcome rather than the best one. Satisficing concentrates on practical effort when faced with tasks rather than exerting maximal effort to achieve the ideal result. This is due to the possibility that pursuing the ideal outcome will result in an unnecessary drain on time, effort, and resources. In order to achieve the first feasible solution that yields minimally acceptable results, the satisficing strategy can involve taking a minimalistic approach. Satisficing reduces the range of options that are taken into account to obtain those objectives, eliminating alternatives that would necessitate more demanding, complicated, or impractical efforts in an effort to produce more ideal outcomes.
Learn more about satisficer with the help of the given link:
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