Coastal Landscape Skills (AQA A Level Geography)
Revision Note
Written by: Alex Lippa
Reviewed by: Bridgette Barrett
Coastal Landscape Skills
It is important to be confident with a mixture of numerical quantitative skills and qualitative written communication skills
Many of the skills are already outlined elsewhere in the revision notes
Quantitative: Chi-Squared Test
A Chi-squared test is used to test objectively whether connections between variables are due to chance or whether the variables depend on one another
The result comes from comparing the observed data that has been measured with the expected data if the variable was randomly distributed
As with all statistical techniques a hypothesis and null hypothesis are established
A hypothesis cannot be categorically proved, it can be accepted or rejected based on confidence levels
The chi-squared equation:
The process therefore has four steps:
State the null hypothesis: there is no significant association between ___ and __
Calculate the chi-squared figure using the equation
Test the significance of the result with a confidence level of 95% or 99%
Define the degrees of freedom (df) to use
Example:
An investigation into sediment size along the beach
Hypothesis: Sediment size increases further along the beach
Null Hypothesis: There is no significant variation in sediment size along the beach
To calculate E, expected value, calculate the average (mean) for O and put the figure into the E column.
Beach Site | Observed | Expected | (O-E) | (O-E)2 |
---|---|---|---|---|
1 | 6 | 16 | -10 | 100 |
2 | 9 | 16 | -7 | 49 |
3 | 17 | 16 | 1 | 1 |
4 | 20 | 16 | 4 | 16 |
5 | 28 | 16 | 12 | 144 |
|
|
| Total | 310 |
A chi square value on its own doesn’t mean very much, it has to be tested against critical values from a published critical values table at a confidence level of 95% or 99%
This means that there is a 95% or 99% chance that the connection did not happen by chance
The degrees of freedom is worked out very simply by taking ‘n’, the number of rows minus 1
In the example the degrees of freedom value is 5-1 = 4
Looking at the critical values table below it is clear that the null hypothesis can be rejected at both a confidence level of 95% and 99%
This worked example therefore shows that there is a significant variation in sediment size along the beach
Qualitative: Evaluative skills
You are asked to assess the impacts or causes of a range of factors in this unit
When deciding if something is significant consider four things:
Time - how long will it take for a strategy or impact to take effect?
Scale - how many people will be affected?
Cost - What will the cost be?
It is important to remember that just because something is expensive that doesn’t mean it is the worst option
Rather than considering whether something is expensive or cheap, think about whether it is worth the cost because of the benefits it will create
Ethics - Does the strategy ensure dignity for local people and other stakeholders?
This will allow for a well-rounded and substantiated argument in 9 mark and 20 mark questions
Qualitative: Photo Analysis
This is an important observational skill
Look at the features of the foreground, midground and background
Think about what has not been included in the picture, what might be just out of frame?
How do these features relate to the area studied
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