The item has total cost paid after sales tax is $100.7.
The total cost for an item is the selling price that is paid after the addition of tax. The tax is the percent amount paid on the item over the selling price.
<h3>Computation for the total cost of the item</h3>
The cost of the item, <em>c</em> = $95
The percent tax added to the sale is, <em>t</em>=6%
The amount of tax paid is given as:

The amount of tax paid on the item is $5.7.
The total cost of the item is given as:

The total cost paid for the item after sales tax is $100.7.
Learn more about tax, here:
brainly.com/question/1362871
Answer: Foreign Direct Investment
Explanation:
Foreign Direct Investment is a type of investment into a country where the foreign investor establishes a presence by actually running and operating a company in the domestic country.
This is what the large theme park wants to do in Pantay. By making a commitment and hiring hundreds of locals, the company is intent on running a company on the island so this is Foreign Direct Investment.
Answer:
Ms. Z should invest in the State A.
Explanation:
Coupons from State A = (1 - 0.33)*0.05*75000
= 2512.5
Coupons from State R = (1 - 0.33 - 0.085)*.054*75000
= 2369.25
Therefore, Ms. Z should invest in the State A .
Answer:
$230,899
Explanation:
Calculation for what the equivalent present cost is for the first 5 years
Present cost of the repair work = 68,000 * (P/A, 6%,5) - 7,000 * (P/G, 6%,5)
Present cost of the repair work= 68,000 * 4.212364 - 7,000 * 7.934549
Present cost of the repair work= $230,898.90 Approximately $230,899
Therefore the Present cost of the repair work will be $230,899
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