In a laboratory population of 80 fruit flies, 8 died in a week. What is the death rate of fruit flies?
0.1 individuals per fruit fly per week
Population dynamics is the study of how populations change in size and structure over time. Key factors influencing population size include birth rates, death rates, immigration, and emigration. In this problem, we are asked to calculate the death rate of a fruit fly population.
The death rate, also known as the mortality rate, is typically expressed as the number of deaths per unit of population size per unit of time. It tells us how quickly individuals are dying within a population.
To calculate the death rate, we use the following formula:
\(\text{Death Rate} = \frac{\text{Number of deaths}}{\text{Initial population size} \times \text{Time period}}\)
Alternatively, and more commonly in population studies, it's calculated as the number of deaths per individual per unit of time:
\(\text{Death Rate (per capita)} = \frac{\text{Number of deaths}}{\text{Initial population size}}\) per unit time
Let's identify the given information from the problem:
Now, we can plug these values into the formula to calculate the per capita death rate:
\(\text{Death Rate} = \frac{8 \text{ individuals}}{80 \text{ individuals}}\) per week
\(\text{Death Rate} = \frac{8}{80}\) per fruit fly per week
\(\text{Death Rate} = 0.1\) per fruit fly per week
The unit "per fruit fly" refers to "per individual in the population". So the death rate is 0.1 individuals per fruit fly per week.
Let's look at the options provided:
Our calculated death rate is 0.1 individuals per fruit fly per week, which matches one of the options.
| Parameter | Value |
|---|---|
| Initial Population Size | 80 individuals |
| Number of Deaths | 8 individuals |
| Time Period | 1 week |
| Calculated Death Rate | 0.1 individuals per fruit fly per week |
The death rate indicates that, on average, for every fruit fly in the population, 0.1 individuals died during that week. This is a standard way to express vital rates in population ecology.
| Term | Definition | Formula (basic) |
|---|---|---|
| Population Size (N) | The total number of individuals in a population. | \(N\) |
| Birth Rate (b) | Number of births per individual per unit time (per capita birth rate). | \(\frac{\text{Number of births}}{N}\) per unit time |
| Death Rate (d) | Number of deaths per individual per unit time (per capita death rate or mortality rate). | \(\frac{\text{Number of deaths}}{N}\) per unit time |
| Population Growth Rate (r) | Change in population size per individual per unit time. \(r = b - d\). | \(\frac{\Delta N}{N \Delta t}\) |
Understanding death rates is crucial for predicting how a population size might change. Population change is also affected by birth rates, as well as movement like immigration (individuals entering the population) and emigration (individuals leaving the population).
In this specific problem about fruit flies in a laboratory, migration might be negligible, simplifying the factors influencing population change to just birth and death rates.
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Which of the following does not show parthenogenesis?
'Barnacles' growing on the back of a whale is a classical example of:
The interaction between two species where one species benefits and the other is neither benefitted nor harmed is known as:
Identify the mammals which live wholly in water:
A. Dolphins
B. Seals
C. Sea Horse
D. Sea Cow
Choose the correct answer from the options given below: