Q1. Students used quadrats to estimate the population of dandelion plants on a field. (a) Describe how quadrats should be used to estimate the number of dandelion plants in a field. ___________________________________________________________________ ___________________________________________________________________ ___________________________________________________________________ ___________________________________________________________________ ___________________________________________________________________ ___________________________________________________________________ ___________________________________________________________________ ___________________________________________________________________ (4) (b) The field measured 40 m by 145 m. The students used 0.25 m 2quadrats. The students found a mean of 0.42 dandelions per quadrat. Estimate the population of dandelions on the field. ___________________________________________________________________ ___________________________________________________________________ ___________________________________________________________________ ___________________________________________________________________ Estimated population of dandelions = ______________ (2) (c) In one area of the field there is a lot of grass growing in the same area as dandelions. Suggest why the dandelions may not grow well in this area. ___________________________________________________________________ ___________________________________________________________________ ___________________________________________________________________ ___________________________________________________________________ ___________________________________________________________________ ___________________________________________________________________ ___________________________________________________________________
Question
Q1. Students used quadrats to estimate the population of dandelion plants on a field. (a) Describe how quadrats should be used to estimate the number of dandelion plants in a field. ___________________________________________________________________ ___________________________________________________________________ ___________________________________________________________________ ___________________________________________________________________ ___________________________________________________________________ ___________________________________________________________________ ___________________________________________________________________ ___________________________________________________________________ (4) (b) The field measured 40 m by 145 m. The students used 0.25 m 2quadrats. The students found a mean of 0.42 dandelions per quadrat. Estimate the population of dandelions on the field. ___________________________________________________________________ ___________________________________________________________________ ___________________________________________________________________ ___________________________________________________________________ Estimated population of dandelions = ______________ (2) (c) In one area of the field there is a lot of grass growing in the same area as dandelions. Suggest why the dandelions may not grow well in this area. ___________________________________________________________________ ___________________________________________________________________ ___________________________________________________________________ ___________________________________________________________________ ___________________________________________________________________ ___________________________________________________________________ ___________________________________________________________________
Solution
(a) To estimate the number of dandelion plants in a field using quadrats, follow these steps:
- Randomly place the quadrat in different locations within the field. This can be done by throwing the quadrat over your shoulder or using a random number generator to decide where to place it. This ensures that your sample is not biased.
- Count the number of dandelion plants within the quadrat each time it is placed.
- Repeat this process a sufficient number of times to get a representative sample of the field. The more times you repeat the process, the more accurate your estimate will be.
- Calculate the mean number of dandelions per quadrat.
(b) To estimate the population of dandelions on the field:
- First, calculate the total area of the field in square meters. The field measures 40 m by 145 m, so the total area is 40 m * 145 m = 5800 m^2.
- Next, calculate the number of quadrats that would fit into the field. Each quadrat is 0.25 m^2, so the number of quadrats is 5800 m^2 / 0.25 m^2 = 23200 quadrats.
- The students found a mean of 0.42 dandelions per quadrat, so the estimated population of dandelions on the field is 0.42 dandelions/quadrat * 23200 quadrats = 9744 dandelions.
Estimated population of dandelions = 9744
(c) Dandelions may not grow well in an area of the field where there is a lot of grass for several reasons:
- Competition for resources: Both grass and dandelions need sunlight, water, and nutrients from the soil to grow. If the grass is denser or taller, it may block the sunlight or take up the water and nutrients before the dandelions can get them.
- Physical space: Grass can take up physical space that dandelions need to grow. If the grass is very dense, there may not be enough space for the dandelions to establish themselves.
- Grass may produce chemicals that inhibit the growth of dandelions: Some plants produce chemicals that inhibit the growth of other plants, a phenomenon known as allelopathy. If the grass in the field is an allelopathic species, it may be producing chemicals that inhibit the growth of dandelions.
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