A check only has a routing number, account number, and a check number. if your question is multiple choice . it wont have a social security number <span />
72 its because 4 x 18 equals 72
The tax bill amount after deductions is $3,364.73
<h3>What is the tax bill?</h3>
how much tax a person or business is required to pay within a specific time frame: Couples making over $234,000 and individuals making over $159,000 will pay up to an additional $110 for each person included on their state tax return.
<h3>
What does "bill amount" mean?</h3>
The term "Bill Amount" refers to the total amount owed, including any current fees and any past-due amounts, plus or minus any changes.
<h3>To what extent do deductions lower taxes?</h3>
Your taxable income is decreased by deductions by the percentage of your highest tax rate. If your tax rate is 24 percent, for instance, a $1,000 deduction will result in a $240 tax bill savings (1,000 multiplied by 0.24 equals 240). When it comes to deductions, you can only choose between the standard deduction and itemizing.
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Answer: Theory Y
Explanation: Theory Y refers the leadership style in which the managers have a perception that their subordinates are highly effective and motivated. These managers do not strictly monitors the performance of their subordinates and encourages self regulation and self control.
In the given case, Crater valley assumes there workers to be committed and give them liberty to make their own decisions.
Hence we can conclude that Crater valley reflects theory Y leadership style.
Given a 7 percent interest rate, compute the present value of payments made in years 1, 2, 3, and 4 of $1,000, $1,300, $1,300, a
PolarNik [594]
Answer:
$4,199.29
Explanation:
Year 1 Payment value = $1,000
Year 2 Payment value = $1,300
Year 3 Payment value = $1,300
Year 4 Payment value = $1,400
Present value of Payments = [(FV year 1 / (1+r)^1)+(FV year 2 / (1+r)^2)+(FV year 3 / (1+r)^3)+(FV year 4 / (1+r)^4)
Present value of Payments = [(1000/(1+0.07)^1)+(1300/(1+0.07)^2)+(1300/(1+0.07)^3)+(1400/(1+0.07)^4)
Present value of Payments = $4,199.29