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Question 5
Some students estimated the population of daisies in a school field. This is the method used. 1. Find a place where some daisies are growing. 2. Put the quadrat do... show full transcript
Step 1
Answer
Repeat for another ten quadrats: Conducting more quadrat placements increases the sample size, leading to a more accurate estimate of the daisy population.
Use a random method to place the quadrats: Random placement helps to avoid bias, ensuring that any areas of high or low density do not disproportionately influence the estimated population.
Step 2
Answer
The area of the quadrat is calculated as:
To convert this to square meters:
Given that the mean number of daisy plants per quadrat is 7.65 and there are 15,744 quadrats in the field:
The number of quadrats in the field is:
ext{Number of quadrats} = rac{10,168 ext{ m}^2}{0.25 ext{ m}^2} = 40,672 ext{ quadrats}
So the total population of daisies is:
Expressed in standard form, the population is approximately:
Step 3
Answer
Various factors contribute to the uneven distribution of daisy plants in the field:
In summary, these factors could lead to patches where daisies thrive and areas where they are sparse.
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