What is the probability that two 5 year old stink bugs will live to 6 years old?
There is no data on stink bugs here.
To determine the probability that two 5-year-old stink bugs will live to 6 years old, we need to know the survival rate or the mortality rate of stink bugs. Unfortunately, I don't have access to real-time data on stink bug mortality rates. However, I can explain how you can find this information and calculate the probability yourself.
1. Research Stink Bug Mortality Rate: Start by conducting research on stink bug mortality rates. Look for scientific studies, research papers, or articles that discuss the average lifespan or mortality rates of stink bugs. These sources often provide data on specific species or populations.
2. Determine Mortality Rate: Once you have gathered relevant information, determine the mortality rate of stink bugs. This rate can be expressed as a percentage, such as 30% or 0.30. For example, if the mortality rate is 30%, it means that 30% of stink bugs die within a given time frame (e.g., one year).
3. Calculate Probability: To calculate the probability of two stink bugs living to 6 years old, you need to multiply the survival rate for each bug. If the mortality rate is 30% (or 0.30), the survival rate would be 70% (or 0.70) since the sum of survival and mortality rates should equal 1.
Probability = Survival Rate of Bug1 * Survival Rate of Bug2
Probability = 0.70 * 0.70
Probability = 0.49
Therefore, the probability that both 5-year-old stink bugs will live to 6 years old would be 0.49 or 49%.
It's important to note that the above method assumes that the mortality rate remains constant throughout the lifespan of an individual stink bug. In reality, mortality rates can vary based on various factors such as environmental conditions and stink bug species.