This question is about photosynthesis - AQA - GCSE Biology Combined Science - Question 3 - 2018 - Paper 1
Question 3
This question is about photosynthesis.
What is the correct balanced equation for photosynthesis?
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C6H12O6 + 6O2 → 6CO2 + 6H2O
O2 + H2O → C6H12O6 + C... show full transcript
Worked Solution & Example Answer:This question is about photosynthesis - AQA - GCSE Biology Combined Science - Question 3 - 2018 - Paper 1
Step 1
What is the correct balanced equation for photosynthesis?
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Answer
The correct balanced equation for photosynthesis is:
ightarrow C_6H_{12}O_6 + 6O_2$$
This equation represents the conversion of carbon dioxide and water into glucose and oxygen, facilitated by sunlight.
Step 2
What type of reaction is photosynthesis?
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Answer
Photosynthesis is classified as an endothermic reaction. This means it requires energy input from sunlight to transform carbon dioxide and water into glucose.
Step 3
Suggest two ways the method could be improved to measure the rate of photosynthesis more accurately.
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Answer
Measure the volume of gas released: Instead of counting bubbles, use a measuring cylinder or a gas syringe to accurately quantify the volume of oxygen produced.
Increase the time of observation: Conduct the experiment over a longer period to obtain a more representative average rate of photosynthesis.
Step 4
Explain why it is important that the pondweed remains at a constant temperature.
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Maintaining a constant temperature is crucial because temperature can affect the rate of enzymatic reactions involved in photosynthesis. If the temperature fluctuates, it may result in variable rates of photosynthesis and thereby skew the results.
Step 5
Explain how light intensity changes as the distance of the pondweed from the light source is doubled.
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Answer
Light intensity follows the inverse square law, which states:
Iext(intensity)extisinverselyproportionaltod2ext(distance).
When the distance (d) is doubled, the light intensity (I) is reduced to one-quarter of its original value. For example, if the pondweed is initially at 5 cm (I), moving it to 10 cm results in:
I_2 = rac{I_1}{d^2} = rac{I}{(2d)^2} = rac{I}{4}
Step 6
Predict how many bubbles of gas would be produced in 1 minute if the pondweed was placed 40 cm from the light source.
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Answer
Based on the trend observed in the given data, we could predict approximately 2 bubbles for 40 cm, as the rate of bubble production decreases significantly with increased distance from the light source.
Step 7
Describe how the student could change the method to investigate the effect of carbon dioxide concentration on the rate of photosynthesis.
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Answer
To investigate the effect of carbon dioxide concentration, the student should:
Change the independent variable: Use different concentrations of sodium hydrogen carbonate solution to alter CO2 availability.
Control variables: Keep the light intensity constant, use the same type of pondweed, and allow time for the plant to equilibrate before measuring.