Answer: Import Quota
Explanation:
A quota is defined as a government-imposed limit that is placed on trade whether import or export so as to control goods and services that enter or leave the country. we have different typos of quota but we will talk about the
Import Quotas --- To reduce competition faced by local products, government places import quotas on import goods so as to prevent the flood of foreign goods in the market which most times are cheaper than local goods as they are mostly produced with cheaper labor than the domestic products .
Answer:
$9,800,000
Explanation:
Statement of Cash Flows (Indirect Method)
Particulars Amount
Net income $8,400,000
Add: Adjustment for operating activities -<u>$1,300,000</u>
Net cash flow from Operating Activities (I) $7,100,000
Add: Net Cash Flow from Investing Activities (II) -$1,300,000
Add: Net Cash Flow from Financing Activities (III) <u>$4,000,000</u>
Net Cash Flow (I+II+III) <u>$9,800,000</u>
Based on the fact that the Euro will appreciate, the best thing for Johnson Co. to do is to e.purchase euros forward.
<h3>What should Johnson Co. do?</h3>
The fact that the Euro is going to appreciate in value means that Johnson Co. will have to pay more in future.
They should therefore lock in a favorable Euro rate now by purchasing Euros at a forward rate.
Find out more on purchasing forward at brainly.com/question/14090802.
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Answer:
Hmm.
Explanation:
<em>Problems making ends meet</em>
<em>Accumulating too much debt. </em>
<em>Making poor purchasing and investing decisions. </em>
<em>Being unable to enjoy money.</em>
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<em>(Source; USATODAY.com)</em>
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Answer:
A) FV= 6414.27
B) FV=2000*(1.09^15)= 7284.97
Explanation:
Giving the following information:
A) Present value= $2,000
Compounded annually for 20 years at 6 percent.
n= 20
i=0.06
B) Present value= $2,000
Compounded annually for 15 years at 9 percent.
n=15
i= 0.09
To calculate the Final Value we need to use the following formula:
FV= Present value*(1+interest rate)^n
A) FV= 2000*(1.06^20)
FV= 6414.27
B) FV=2000*(1.09^15)= 7284.97