Firstly, it is worth understanding what is being asked by the command word used in the question.
Explain: Describe the causes and processes involved (using how and why are useful to achieving this).
Key Tips: For questions that use key vocabulary, make sure to provide a definition before providing your explanation.A question like this would typically be worth 6 marks in an exam paper. Considering the weighting of the question can advise you on the amount of detail to include.
Hard Engineering: Artificial, man-made structures used to protect coastlines against erosion.
Soft Engineering: This is a more natural, sustainable approach to coastal management, focusing on smaller-scale techniques that align with the natural environment.
Then you can begin to explain some of the differences between hard and soft engineering.
Here are some factors you can consider:
Then, it is time to include some examples of different hard and soft engineering techniques, including information on the advantages and disadvantages of using these techniques.
This table includes some examples that you can draw upon in your answer:
Hard Engineering
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