HAZARD
The term that most closely matches this description is "risk." Risk refers to the potential for an adverse outcome, such as injury or illness, and is typically assessed in terms of both the probability of occurrence and the severity of the consequences. It encompasses various factors that can contribute to the likelihood and impact of negative events.
An expression of possible loss or adverse outcome, such as injury or illness, typically involves assessing both the probability of the event occurring and the severity of its consequences. This assessment helps in understanding the risk associated with certain activities or exposures. By quantifying these factors, individuals and organizations can make informed decisions about risk management and mitigation strategies. Ultimately, this process aids in prioritizing safety measures and resource allocation to minimize potential harm.
It's a risk.
The expression of possible loss or adverse outcomes, such as injury or illness, can be articulated through a risk assessment framework that considers both probability and severity. Probability refers to the likelihood of an event occurring, while severity denotes the potential impact or consequences of that event. This dual approach allows for a comprehensive evaluation of risks, enabling organizations to prioritize interventions and allocate resources effectively to mitigate potential harm. By quantifying both factors, stakeholders can make informed decisions about safety measures and risk management strategies.
This expression refers to the concept of risk, which encompasses the likelihood of an adverse event occurring (probability) and the potential impact or harm it may cause (severity). In fields like health, safety, and finance, understanding risk is crucial for making informed decisions and implementing effective mitigation strategies. By assessing both probability and severity, individuals and organizations can better prepare for and manage potential negative outcomes.
Risk
What is an expression of possible loss, adverse outcome, or negative consequence in terms of probability and severity
Risk
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The term that most closely matches this description is "risk." Risk refers to the potential for an adverse outcome, such as injury or illness, and is typically assessed in terms of both the probability of occurrence and the severity of the consequences. It encompasses various factors that can contribute to the likelihood and impact of negative events.
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It's a risk.
The expression of possible loss or adverse outcomes, such as injury or illness, can be articulated through a risk assessment framework that considers both probability and severity. Probability refers to the likelihood of an event occurring, while severity denotes the potential impact or consequences of that event. This dual approach allows for a comprehensive evaluation of risks, enabling organizations to prioritize interventions and allocate resources effectively to mitigate potential harm. By quantifying both factors, stakeholders can make informed decisions about safety measures and risk management strategies.
This expression refers to the concept of risk, which encompasses the likelihood of an adverse event occurring (probability) and the potential impact or harm it may cause (severity). In fields like health, safety, and finance, understanding risk is crucial for making informed decisions and implementing effective mitigation strategies. By assessing both probability and severity, individuals and organizations can better prepare for and manage potential negative outcomes.
Loss adverse outcomes can be expressed through a risk assessment framework that considers both the probability of an event occurring and the severity of its consequences. Probability refers to the likelihood of an adverse event happening, often quantified as a percentage or ratio. Severity measures the potential impact of the event, which can range from minor disruptions to catastrophic failures. By combining these two dimensions, organizations can prioritize risks and develop mitigation strategies effectively.
Probability is a numerical value defined for a set of outcomes. It is non-negative and such that the sum or integral over all possible outcomes is 1.
A probability distribution must have a well defined domain - that is, the set of possible outcomes.For each possible outcome, there must be a non-negative value associated - the probability of that outcome.The sum of the probabilities, over all possible outcomes, must be 1.