Answer:
cutting taxes by $125 billion
Explanation:
given data
economy = 0.8
expenditure gap = $100 billion
to find out
cutting taxes
solution
we get here cutting or reduce taxes that is express as
cutting taxes =
......................... 1
cutting taxes =
solve we get cutting taxes
cutting taxes = $125 billion
so cutting taxes by $125 billion
Answer:
Operating cash flow= $29,886
Explanation:
Giving the following information:
Sales= $262,100
Total variable cost= $144,000
Total fixed costs= $61,300.
Annual interest expense of $24,500. The annual depreciation is $25,200 and the tax rate is 34 percent.
<u>We need to determine the operating cash flow:</u>
Sales= 262,100
Total variable cost= (144,000)
Contribution margin= 118,100
Total fixed costs= (61,300)
Depreciation= (25,200)
Interest= (24,500)
EBIT= 7,100
Tax= (7,100*0.34)= (2,414)
Depreciation= 25,200
Operating cash flow= 29,886
Answer:
E) $2,400
Explanation:
optimal order quantity = sqrt{(2*D*S)/H}
= sqrt{(2*36,000*$80)/$4}
= $1,200
number of orders per year = $36,000/$1,200
= $30
total ordering cost = $30*$80
= $2,400
Therefore, The total ordering cost of inventory is $2,400.
The repeating economic changes that happen in a society over time are known as business cycles.
Business cycles are one sort of fluctuation that can be seen in a country's overall economic activity, a pattern of booms that occur roughly at the same time in various economic activities, followed by contractions that are equally widespread.
The repeating economic changes that happen in a society over time are known as business cycles. It can be recognized by changes in the GDP and other macroeconomic indicators.
Business cycles are made up of coordinated cyclical upswings and downswings in output, employment, income, and sales, which are four broad indices of economic activity.
Expansions and contractions, commonly known as recessions, are the two contrasting phases of the business cycle.
To learn more about business cycle link is here
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Answer:
Indifference amount= $17,237.58
Explanation:
Giving the following information:
Suppose you the alternative of receiving either $22,000 at the end of five years or P dollars today.
We need to find the present value of $22,000 at an interest rate of 5%.
PV= FV/(1+i)^n
PV= 22,000/ 1.05^5= $17,237.58