1.
If an employee falls into their fall protection equipment what should happen to the equipment.
Correct Answer(s)
B. If the employee was injured save the components to help with the investigation
C. If the employee was not injured cut it up and throw it away
Explanation
If an employee falls into their fall protection equipment, the correct action to take depends on whether the employee was injured or not. If the employee was injured, saving the components of the equipment is important as it can help with the investigation into the incident and determine any potential causes or faults in the equipment. On the other hand, if the employee was not injured, it is recommended to cut up and throw away the equipment. This is because even if the equipment appears to be in good condition, it may have experienced stress or damage during the fall, making it potentially unsafe for future use.
2.
When must a soft stop be used?
Correct Answer
C. Any time we are working on a leading edge
Explanation
A soft stop must be used whenever we are working on a leading edge. This is because working on a leading edge involves a higher risk of falling, and a soft stop can help minimize the impact of a fall on the employee's body. It provides a controlled deceleration and reduces the chances of injury. Therefore, it is important to use a soft stop in such situations to ensure the safety of the workers.
3.
All lanyards can be used to tie back to themselves to help create an anchor point.
Correct Answer
B. FALSE
Explanation
This statement is false because not all lanyards can be used to tie back to themselves to create an anchor point. Some lanyards may not have the necessary design or features to allow for self-tying. Therefore, it is incorrect to say that all lanyards can be used in this way.
4.
It is not okay to store fall protection harnesses in a tool/gang box?
Correct Answer
A. TRUE
Explanation
Storing fall protection harnesses in a tool/gang box is not recommended because it can lead to damage or contamination of the harnesses. Fall protection harnesses need to be stored properly to ensure their integrity and effectiveness. Storing them in a tool/gang box can expose them to sharp objects, chemicals, or other hazards that can compromise their safety features. Additionally, storing them separately in a designated area allows for easier access and inspection, ensuring that they are always ready for use when needed.
5.
An employee is working on a wall 16' tall and is tied off at chest level. What happens if the employee falls?
Correct Answer
A. They will potentially impact the lower level because total calculated fall distance with a 4 lanyard is 16 1/2 feet so we need to design a better system
Explanation
The correct answer explains that if the employee falls while working on the wall, they will potentially impact the lower level. This is because the total calculated fall distance with a 4-foot lanyard is 16 1/2 feet, which is greater than the height of the wall. Therefore, it is necessary to design a better fall protection system to prevent such incidents.
6.
It is okay to use a large rebar or pelican type hook when connecting a lanyard to a horizontal life line?
Correct Answer
B. FALSE
Explanation
Using a large rebar or pelican type hook when connecting a lanyard to a horizontal lifeline is not okay. This is because these types of hooks are not designed to be used in this manner and may not provide a secure connection. It is important to use the appropriate equipment and follow safety guidelines when working at heights to prevent accidents and ensure personal safety.
7.
An anchorage point for a Fall RESTRAINT system must be capable of supporting?
Correct Answer
D. "3,000 pounds"
Explanation
An anchorage point for a Fall RESTRAINT system must be capable of supporting 3,000 pounds. This means that the anchorage point should be strong enough to withstand a force of 3,000 pounds without breaking or failing. This is important to ensure the safety of individuals using the Fall RESTRAINT system, as a weak anchorage point could result in a fall and serious injuries. Therefore, it is crucial to choose an anchorage point that meets or exceeds the weight capacity required for the specific Fall RESTRAINT system being used.
8.
Two fall protection systems that are not usually allowed by the company are:
Correct Answer(s)
B. Monitor system (Controlled access zone)
D. Safety net system
Explanation
The company does not usually allow the use of the monitor system (controlled access zone) and safety net system as fall protection systems. These systems may not meet the company's safety standards or may not be considered effective in preventing falls. The company likely prefers other fall protection systems such as fall arrest and safety barriers, which are considered more reliable and efficient in ensuring worker safety.
9.
The person using a fall protection harness should inspect it______?
Correct Answer(s)
Daily
daily
every day
Every Day
Each Day
Explanation
The person using a fall protection harness should inspect it daily, every day, or each day. This is important to ensure that the harness is in good working condition and free from any damage or defects that could compromise its effectiveness in protecting against falls. Regular inspections help identify any issues that need to be addressed, such as worn-out straps or faulty buckles, and allow for timely repairs or replacements to be made. By inspecting the harness daily, the person can have peace of mind knowing that they are using a reliable and safe equipment.
10.
One of your co-workers fall off a working surface that is 16' off the ground. How long would it take for them to hit the ground?
Correct Answer
A. 1 second
Explanation
The correct answer is 1 second because the time it takes for an object to fall to the ground is determined by the acceleration due to gravity, which is approximately 9.8 meters per second squared. Using this value, we can calculate the time it takes for the co-worker to fall 16 feet (which is approximately 4.88 meters) using the formula t = sqrt(2h/g), where t is the time, h is the height, and g is the acceleration due to gravity. Plugging in the values, we get t = sqrt(2*4.88/9.8) = 1 second.