With the changing competitive times, every adult out there needs to up their sleeve and ensure that they are the best in the field. In terms of education, experience, or skills, many aspects have constantly been evolving in the job market.
As the market takes a sharp turn toward the digital world, everything in the industry rapidly evolves. It is now time for the students to upskill themselves and change their surroundings to meet up with the demands of the market. This is where Online/distance education is proving to be a complete game-changer for students.
![Online Learning](data:image/jpeg;base64,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)
Image
Online distance education courses have existed in the educational segment for many years. However, this type of educational service has noticed a sudden rise in demand in recent years. The student can easily acquire learning and education at home in this type of education.
As per this educational model, students need not physically visit the college or university to attend classes and lectures.
The Changing Landscape of the Job Market
After the recent pandemic, there have been major changes in market trends. While many companies decided to go completely virtual, some are considering adapting to a hybrid working model, while many others are sticking to the traditional working methods. Each working model has its own set of limitations the employees must meet to survive in the market.
At the same time, with new working ways being incorporated into the market, it has also brought about a lot of instability. Thus, it has become important for students to be prepared to face all their professional life's difficulties.
Online learning centers have enabled them to survive in today's professional industry. Here are three things that are rapidly changing in the job market-
Globalization and Increased Competition
With job seekers now competing with a more extensive pool of candidates worldwide, finding suitable employment opportunities has become more challenging. It has also led to a greater need for specialized skills and expertise.
Rapid Technological Advancements and Automation
Rapidly changing technologies have made the job sector highly unstable. New job positions are being introduced, while the old ones are becoming less important.
Growing Importance of Soft Skills and Creativity
Soft skills like communication, critical thinking, and creativity are becoming increasingly important in the job market. Employers seek candidates who can work collaboratively, solve complex problems, and think creatively, in addition to possessing technical expertise. Adapting to change and working in a fast-paced environment is also highly valued.
The Role of Online/Distance Education in Preparing Professionals
Online/Distance education is important in preparing professionals by providing access to quality education, regardless of location or schedule. It has allowed working professionals to pursue further education without relocating elsewhere.
The education programs are flexible and allow the professionals to learn their pace and schedule. Below are some roles of online/distance education in preparing professionals.
![Online Learning Vector](data:image/jpeg;base64,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)
Image
Flexibility and Accessibility
Regarding online distance education courses, students are presented with various options and courses they can opt for. It is also feasible for students living in remote locations and those who cannot move to a different place for higher education due to personal constraints.
With online/distance education, the students also get an option to study different courses and learn different skills apart from their main degree, which can help them sustain better in their professional lives.
Customized Learning Experiences
Most students also take this opportunity to take up more short-term courses related to their mainstream subjects that can help boost their knowledge. With so much on their plate, they become tuned to managing tasks and understand the importance of organizing work based on their priorities. This helps greatly while they move forward in their professional life.
Integration of Real-World Skills and Knowledge
The students are better positioned to imply practical knowledge as they gain more experience and learn about real-life situations.
Collaboration and Networking Opportunities
The students are better positioned to network and grow while studying remotely. They can also connect with students and faculty internationally, breaking the barrier of local connections.
Innovations in Online/Distance Education for the Future of Work
The constant innovations in the technological segment have helped greatly in establishing online distance education courses. Below are the innovations of online/ distance education.
Artificial Intelligence and Machine Learning
This can help provide a personalized learning experience. It can also provide automated feedback and grading, allowing students to receive feedback immediately rather than waiting for the instructor's feedback.
Virtual and Augmented Reality
This technology can help stimulate real-world experiences for students and help them gain better practical knowledge.
Interactive Learning Platforms and Gamification
Using the game principles, studying has become more motivating and fun. It has enabled learners to interact with each other and the instructor in real time.
Personalized Learning Paths and Micro-credentials
This allows learners to choose the courses that align with their interests and career goals. Micro-credentials are also becoming popular, allowing learners to demonstrate their knowledge and skills in specific areas, making them more employable.
Challenges and Opportunities in the Future of Online/Distance Education
Opportunities and challenges follow with every new aspect being introduced in the market, such as online distance education courses. Here are some common challenges that have come up-
Adapting to Changing Needs and Demands
Teachers must stay up with the most recent technological innovations as it develops and incorporate them into their lesson plans. For educators to be updated in their positions, they must engage in ongoing learning and professional development.
Ensuring Quality and Rigor
Giving timely and useful comments, monitoring progress, and guaranteeing academic integrity might be difficult when teachers and students don't meet face-to-face. Creating quality standards and norms is crucial to keep the curriculum, tests, and instruction as rigorous as possible.
Addressing Concerns about Social Isolation and Lack of Engagement
The social isolation and lack of interest resulting from online learning can also impact student retention and completion rates. Educators must develop novel strategies to encourage community and student participation, such as social media sites, online discussion boards, and virtual group projects.
The Future of Work With Online/Distance Education
Online/Distance education has made education easy and accessible for students from different locations. It also increased the availability of options and offered the students a choice to select multiple courses simultaneously, increasing their skill sets.
As the corporate industry takes a turn toward the remote work environment, online/distance education has helped prepare individuals for their future in the professional setting.
D Y Patil Online is one of India's best institutes that offers online degree & Certification programs to students from different backgrounds. This university is well-recognized worldwide to impart quality education and prepare its students for the future.
Frequently Asked Questions
1. How can students use their time during distance education?
They can invest their time learning more skills and gaining industrial exposure while managing their study routines. This can help them become better, especially when it comes to practical knowledge and experience.
2. What is gamification?
Gamification is a recently used tactic in which the universities and teaching faculty add gaming principles to make studying fun and interesting.
3. How will online education be helpful in future?
With the aid of the most recent technologies, it assists students in gaining comprehensive information. It is also known as online education, eLearning, or distant learning that works for everyone. Students and professionals who desire to develop a variety of abilities through individualized learning might benefit from online learning.
4. What is the online education market?
In 2021, the market for online education was estimated to be worth USD 30.60 billion. By 2030, it is anticipated to reach USD 198.9 billion, expanding at a CAGR of 23.12% from 2022 to 2030.
5. Why is online education better than traditional?
Online learning empowers people to take charge of their own education. The top 5 advantages of online education over the traditional are:
a) Flexibility
b) Increased course options
c) Reduced cost
d) Enhanced time management
e) Skill upliftment