Engineers are considered skilledlabor due to their specialized education and training and they typically command higher wages due to high demand for their skills. However, wages can vary based on industry specificity and other factors. The wage gap between high-skill and low-skill labor has widened over time, emphasizing the value of continuous learning and skill upgrading.
Engineers typically represent skilled labor because they undergo extensive training and education to acquire particular competencies. This is contrasted with unskilled labor that involves rudimentary tasks requiring minimal skills or training. The wages commanded by engineers are often high due to the high demand for their specialized skills and the technical nature of their work. Moreover, the advent of computer and communications technologies has further increased the demand for highly skilled professionals, thereby raising their pay.
However, wages can vary based on industry, location, experience, and other factors. For instance, a welder in a steel factory, though technically skilled, might not command the same high wages as an engineer in the tech industry. This is partially due to the industry specificity of certain skills, making it difficult for workers to transition to other sectors if unemployed, often leading to potential long-term unemployment or lower wages in a different sector.
In terms of the wage gap, economists have observed the widening chasm between high-skill and low-skill labor. This wage inequality is often linked to advancements in technologies that raise the demand for high-skill workers while concurrently reducing the demand for low-skill workers. This dynamic emphasizes the value of continuous learning, retraining, and skill upgrading in today's rapidly changing labor market.
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skilled and trained professionals have the credentials to perform a task correctly and do make more money.
its important to know what your doing.
Answer:
50 N is the correct answer.
Answer:
7.2 seconds
Explanation:
The formula is a = v/t, or acceleration = the change in velocity over the change in time.
In this case, you do simple algebra to rearrange the formula to solve for time: t = v/a, time = velocity/acceleration.
time = 18 m/s / 2.5 m/s^2 = 7.2s
B. Vibrating molecules
C. Radio sets
D. Vibrating charged particles
E. TV antennas
Answer: True
Explanation: A sonographer can adjust the duration of an acoustic pulse because it depends on the pulse's propagation speed.