Introduction
The Occupational Safety and Health Administration (OSHA) ensures safe and healthier conditions for professionals. These unique standards involve providing training, education, outreach, and assistance to every worker across industries. If you are a working professional, you must pursue the OSHA certification to enhance workplace safety by identifying potential hazards.. However, preparing for the OSHA 10-hour training can be challenging, but having access to reliable OSHA 10 answers and practice tests from LearnTastic can make all the difference.
In this blog, we will explain the importance of OSHA 10 training, where to find practice resources, and how understanding the answers can boost your confidence during the test.
Read More: What is OSHA Training? All You Need to Know
Why Are OSHA 10 Practice Tests Important?
Do you know that the total number of OSHA trainees in the last 5 years is 248,197 in the United States? This implies a growing need for preparation methods to help trainees understand OSHA standards for workplace compliance. The best way to practice OSHA 10 construction answers is to take some online mock tests. These tests are needed to pass the certification course for the following reasons:
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Reduce Anxiety
Taking practice exams helps you become familiar with the structure and types of questions in the OSHA 10 certification. This builds your confidence and reduces test anxiety when attempting the OSHA 10 answers. Feeling prepared makes it easier to stay calm and focused during the actual exam.
Highlight the Gaps in Your Knowledge
Attempting mock tests with the correct OSHA 10 answers 2024 will help you determine the topics to be covered in the real-life exam. This means you can concentrate only on the concepts that will be asked during the examination.
Apply Your Knowledge
You can always retain content if you apply your OSHA 10 learning to actual questions. This means you must complete a test that gives you a sense of the question style and expectations of the exam. Most importantly, it allows you to practice managing your time ahead of completing your OSHA 10 certification.
Read More: Which Course is Valuable Between IOSH and OSHA?
OSHA 10 Practice Test and Answer Keys
Once you complete OSHA training, you need to pass the test and put your knowledge to the test to become a certified and credible professional. Here’s an overview of the main questions asked in the test with the OSHA 10 answers key:
What is the minimum clearance distance between a person and overhead power lines?
A) 4 feet
B) 6 feet
C) 8 feet
D)10 feet
Explanation: OSHA requires workplaces to have a minimum clearance distance of 10 feet between overhead power lines and individuals or equipment. This must be followed unless the organization implements certain engineering controls to protect workers.
What is the maximum weight that an employee is allowed to lift at a time without mechanical devices or manual assistance?
A) 20 pounds
B) 50 pounds
C) 75 pounds
D) 100 pounds
Explanation: OSHA recommends that the maximum allowable weight for lifting objects is 50 pounds if done manually. Any object heavier than that should be lifted with cranes, forklifts, hoists, or other mechanical aids.
What is the recommended schedule for scaffold inspections?
A) Before each work shift
B) Before each use
C) After each use
D) After an accident occurs
Explanation: The authorities must inspect scaffolds before each use to ensure that they are safe and in working condition.
Which of the following is an example of a workplace biological hazard?
A) Chemical spill
B) Heat stress
C) Mold exposure
D) Noise exposure
Explanation: Biological hazards, specifically in the workplace, include exposure to bacteria, viruses, mold, and other microorganisms.
What is the minimum height for fall protection related to any construction site?
A) 2 feet
B) 4 feet
C) 6 feet
D) 8 feet
Explanation: Fall protection is required on any construction site, specifically when working at a height of 6 feet or more.
Which of the following is an example of a hazard related to various excavation work?
A) Heat stress
B) Electrocution
C) Fall hazards
D) Noise exposure
Explanation: Excavation work always poses a risk of cave-ins, which lead to sudden falls and other injuries. Proper shoring and trenching techniques are the best way to prevent such cave-ins and other dangerous hazards associated with excavation work.
Which of the following is an effective way to control hazardous energies during the servicing of equipment?
A) Isolation of equipment from its original energy source
B) Posting warning signs
C) Providing personal protective equipment (PPE)
D) Removing equipment from service
Explanation: The best way to control hazardous energy during equipment servicing is to isolate it from the original energy source through lockout or tagout techniques.
What is the purpose of lockout or tagout procedures?
A) To prevent workers from being exposed to hazardous energy
B) To prevent workers from using equipment improperly
C) To prevent workers from damaging equipment
D) To prevent workers from leaving equipment unattended
Explanation: Lockout or tagout procedures prevent workers from getting exposed to hazardous electrical, hydraulic, or pneumatic energy while maintaining equipment.
What is the best example of non-ionizing radiation hazards?
A) X-rays
B) Ultraviolet (UV) radiation
C) Gamma rays
D) Beta particles
Explanation: Non-ionizing radiation hazards include infrared, UV, and microwave radiation. Ionizing radiation hazards include gamma rays, X-rays, and beta particles.
What is the minimum distance to be maintained by any forklift from an electrical power line?
A) 5 feet
B) 10 feet
C) 15 feet
D) 20 feet
Explanation: A forklift must maintain a distance of around 10 feet from an electrical power line. Failing to do so results in OSHA violations.
Read More: How Long Does It Take to Become Forklift Certified and Operate a Forklift Safely?
What should you do if the working conditions are not safe or unhealthy?
A) keep it to yourself and forget about it
B) call the county board of health
C) notify your employer and then OSHA if necessary
D) contact OSHA directly
Explanation: OSHA always encourages professionals across workplaces to report unsafe or unhealthy working conditions through any anonymous complaint system. Still, you can resolve the issue in-house by discussing the problems with your employer. If the employer also retaliates against you for raising a concern, OSHA can take care of the issue separately.
Who should pay for Personal Protective Equipment (PPE) at the workplace?
A) Employer and Employee
B) Employer
C) Employee
D) OSHA
Explanation: You must learn about workers' rights and employers' responsibilities that OSHA enforces during your introductory training sessions. The agency usually holds employers responsible for giving all employees the necessary resources to perform their tasks safely. This includes performing health and safety-related testing, paying for required PPE, providing safety training, and more.
An injury or illness is work-related if an exposure or event in the work environment contributed to the person’s condition.
A) True
B) False
Explanation: There is always a cause-and-effect relationship between a workplace and an injury or illness. However, the link is complicated or ambiguous in some cases. An injury or illness is considered work-related if it is "more likely than not" that the employee's work duties caused the condition. OSHA also states that the same situations are work-related if the surrounding environment has contributed to the condition.
How can you find out what chemical you use in a product?
A) ask your supervisor
B) look on the label
C) read the SDS
D) all of the above
Explanation: OSHA's Hazard Communication Standard (HCS) ensures that all employees have equal access to information about all kinds of hazardous chemicals they may be exposed to in a workplace. That is why all containers must be labeled in a specific way, and a Safety Data Sheet (SDS) must be accessible to workers in the workplace. The SDS contains all the key information associated with each substance. You should receive OSHA 10 training on all these labels and SDSs, and your supervisor should provide the required sessions to help you.
OSHA inspections are _____________ conducted without any kind of advance notice.
A) Almost always
B) Sometimes
C) Never
D) Always
Explanation: The OSHA authorities might visit your workplace for several reasons. They will usually show up unannounced, whether it's a routine visit or because they suspect something is wrong.
What is the lowest level (excluding scaffolds) for fall protection across construction sites?
A) 4
B) 5
C) 6
D) 8
Explanation: Fall protection is a specific area where OSHA's standards always differ by industry and context. All four choices are technically correct for someone, which means you must pay close attention to the details to get the answer right. Moreover, the 29 CFR 1926 always requires fall protection, especially when you are 6 feet above the lower level.
Read More: What Is Fall Protection Training?
Practice Common OSHA 10 Answers!
To pass the OSHA 10 exam on your first attempt, practice questions with OSHA 10 answers. This will help you acquire the knowledge and skills required to remain compliant in workplaces based on standards and rules. You can always approach an organization that offers the OSHA 10 certification to learn more about safety and health responsibilities across workplaces. As a result, you will be able to avoid common hazards and understand workers' rights and employer responsibilities. Begin your OSHA 10 preparation today with our comprehensive tests.
References
https://www.osha.com/blog/osha-30-practice-test
https://www.busyboyproductions.com/osha-practice-test-10-quiz-questions-and-answers/
https://www.osha.com/blog?page=8