Structural unemployment is caused by <u>people losing a job when their skills become obsolete due to technological innovations.</u>
- People who wish to work but are unable to obtain job are said to be experiencing structural unemployment. The abilities of the workers and the talents that businesses required do not match in structural unemployment.
- Because the abilities of the workforce won't change despite advances in technology, if technological breakthroughs improve, there will be structural unemployment.
- As a result of their inability to keep up with modern technology, they are losing their jobs.
<h2>
What is Structural unemployment?</h2>
A mismatch between the skills of the jobless and the jobs that are available is referred to as structural unemployment. It differs from cyclical unemployment in that it results from factors other than the business cycle. 1 It happens when an underlying economic shift makes it challenging for some people to find work. It is more difficult to reverse than other forms of unemployment.
Learn more about types of structural unemployment at brainly.com/question/17272067?referrer=searchResults
#SPJ4
Answer:
Gross profit= 131,500
Explanation:
Giving the following information:
Last quarter, RP Enterprises earned $220,000 in sales revenue and had $90,000 cost of goods sold (at standard). RP also experienced these variances: Materials price: $2,400 F Materials quantity: $1,400 U Labor price: $2,000 U Labor quantity: $1,000 F Overhead: $1,500 F
To calculate the cost of goods sold, we use actaul costs and quantity of direct labor and direct materials. Therefore, the only estimated cost is overhead.
Gross profit= 220,000 - 90,000 + 1,500= 131,500
Answer: $19.40
Explanation:
Based on the information given in the question, the following can be deduced:
D1 = $5.15
D2 = $8.05
D3 = $11.25
Rate of return = 11% = 0.11
The current stick price will be calculated as:
= 5.15/(1 + 0.11) + 8.05/(1 + 0.11)^2 + 11.25/(1 + 0.11)^3
= 5.15/1.11 + 8.05/(1.11)^2 + 11.25/(1.11)^3
= $4.64 + $6.53 + $8.23
= $19.40
