The amount by which Alex's deposit amount vary from Javier's if Alex also makes a deposit today, but earns an annual interest rate of 6.2 percent is $3381.39.
<h3>
How to calculate the value?</h3>
We use the formula:
A=P(1+r/100)^n
where
- A=future value
- P=present value
- r=rate of interest
- n=time period.
Hence future value Javier will be:
=$15000*(1.052)^27
=$58,954.40
For Alex:
58,954.40=P*(1.062)^27
P=58,954.40/(1.062)^27
=$11618.61
Hence difference will be:
=15000 - 11618.61
= $3381.39
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Answer:
fall
rise
frictional
b. Improving a widely used job-search website so that it matches workers to job vacancies more effectively
Explanation:
A fall in the price of steel would reduce the profitability of producing steel for steel producing companies. Hence, the supply of steel would fall. as a result, less labour would be needed, so the demand for labour would fall.
A fall in the price of steel would reduce the cost of producing cars and thus increase the production of cars. as a result, more labour would be employed to make cars.
Frictional unemployment is when labour is unemployed between the time he leaves his current employment and time he finds another. by improving on the job search website, workers would be matched faster with available jobs, this frictional unemployment would decrease.
A business usually becomes listed in the Fortune 500 during its SUCCESSFUL stage.
Fortune 500 refers to the yearly list of the best and the biggest 500 companies that are doing very well in the US market world as judged by the Fortune Magazine. These companies usually have huge asset balance, which is still growing in size. The major criteria used to choose the qualified companies is the size of their revenues.
Answer:
the allocation rate is $3 per machine hour
Explanation:
<em>Step 1 Find the to total Machine hours</em>
Total Machine Hours
3.0×15,000 = 45,000
5.0×20,000 = 100,000
Total = 145,000
<em>Step 2 Determine the Overhead allocation rate</em>
Overhead allocation rate = Budgeted Overheads / Total Machine Hours
= $435,000/145,000
=$3 per machine hour
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