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Figure 2 shows the human population from 1600 to 2010 - AQA - GCSE Biology - Question 2 - 2020 - Paper 1

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Figure 2 shows the human population from 1600 to 2010. In 1950 the human population was 2.5 billion. Calculate the mean annual increase in the human population bet... show full transcript

Worked Solution & Example Answer:Figure 2 shows the human population from 1600 to 2010 - AQA - GCSE Biology - Question 2 - 2020 - Paper 1

Step 1

Calculate the Mean Annual Increase

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Answer

To determine the mean annual increase in the human population between 1900 and 1950, we first need to notice the population figures for these years based on the graph.

  1. From the graph, estimate the human population in 1900 (approximately 1.6 billion).
  2. The population in 1950 is given as 2.5 billion.

The change in population over this period is calculated as:

extPopulationin1950extPopulationin1900=2.5extbillion1.6extbillion=0.9extbillion ext{Population in 1950} - ext{Population in 1900} = 2.5 ext{ billion} - 1.6 ext{ billion} = 0.9 ext{ billion}

Now, we divide this change by the number of years between 1900 and 1950, which is 50 years:

extMeanannualincrease=0.9extbillion50=0.018extbillionperyear ext{Mean annual increase} = \frac{0.9 ext{ billion}}{50} = 0.018 ext{ billion per year}

Thus, the mean annual increase in the human population between 1900 and 1950 is approximately 0.018 billion per year.

Step 2

Predict the human population in 2050

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Answer

To predict the human population in 2050, we will need to extrapolate the trend shown in Figure 2.

  1. Identify the trend from the population data leading up to 2050, which shows a continued increase.
  2. Draw an extrapolation line on Figure 2, extending from 2010 to 2050.
  3. Estimate the population in 2050 using this extrapolation line. Based on available growth trends, the extrapolated population could approximate 9 to 10 billion.

Thus, the predicted human population for 2050 is approximately 9.5 billion.

Step 3

Describe how fishing quotas can help

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Answer

Fishing quotas are regulatory measures designed to manage fish stock levels and ensure sustainability. Here are a few ways they can help:

  1. Limit Overfishing: By setting quotas, the total amount of fish that can be caught is restricted, thereby preventing the depletion of fish populations.
  2. Allow Fish to Reproduce: Quotas help ensure that enough fish remain in the ecosystem to reproduce, supporting long-term sustainability.
  3. Promote Recovery of Fish Stocks: When fish populations decrease due to overfishing, quotas can facilitate recovery by restricting the number of fish caught, allowing stocks to rebuild.

Step 4

Describe farming techniques changes

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Answer

Farming techniques have evolved significantly in recent years, driven by the need to feed a growing population and enhance productivity. Here are key points to describe this change:

  1. Increased Land Use: Modern agriculture often requires more land, leading to the conversion of forests or wetlands into agricultural fields to meet food demands.
  2. Intensive Farming Practices: Tactics such as monoculture and the use of chemical fertilizers and pesticides enable farmers to maximize yield from a smaller area, but can have ecological drawbacks.
  3. Biodiversity Challenges: The expansion of agricultural land and the focus on high-yield monocultures have contributed to a decline in biodiversity, as natural habitats are destroyed and fewer species survive.

Step 5

Golden rice advantage over non-GM rice

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Answer

Golden rice is genetically modified to contain higher levels of Vitamin A, making it nutritionally superior to non-GM rice. This can help combat Vitamin A deficiency, which is prevalent in many parts of the world and can lead to serious health issues.

Step 6

Concerns regarding the use of golden rice

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Answer

One reason why some people are concerned about the use of golden rice is the fear of genetically modified organisms (GMOs) potentially contaminating non-GM crops and altering local biodiversity. Additionally, there are worries about the economic implications, such as the dependence on seed companies for patented seeds.

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