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A scientist investigated the effect of a drug on the reaction times of three volunteers - Edexcel - GCSE Biology - Question 4 - 2014 - Paper 1

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A scientist investigated the effect of a drug on the reaction times of three volunteers. Volunteer A took 2 doses of the drug. Volunteer B took 1 dose of the drug. ... show full transcript

Worked Solution & Example Answer:A scientist investigated the effect of a drug on the reaction times of three volunteers - Edexcel - GCSE Biology - Question 4 - 2014 - Paper 1

Step 1

Calculate the missing reaction time for volunteer B.

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Answer

To find the missing reaction time for volunteer B, we first need to calculate the mean reaction time using the provided data.

The mean reaction time is calculated as follows:

extMean=Sum of reaction timesNumber of reactions ext{Mean} = \frac{\text{Sum of reaction times}}{\text{Number of reactions}}

Let the missing reaction time for B be represented as xx.

We know that the mean reaction time for volunteer B is 40 ms. Therefore:

40=38+40+x340 = \frac{38 + 40 + x}{3}

By multiplying through by 3:

120=38+40+x120 = 38 + 40 + x

This simplifies to:

120=78+x120 = 78 + x

Thus:

x=12078=42x = 120 - 78 = 42

Therefore, the missing reaction time for volunteer B is 42 ms.

Step 2

Using information from the table, describe the effect of this drug on reaction time.

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Answer

The data shows that the reaction times of volunteers are affected by the dosage of the drug.

  1. Volunteer A, who took 2 doses of the drug, had the fastest average reaction time at 22 ms.
  2. Volunteer B, who took 1 dose, had a mean reaction time of 40 ms, which is slower than A but faster than C.
  3. Volunteer C, who did not take the drug, had the slowest mean reaction time of 65 ms.

From this, it can be concluded that increasing the dosage of the drug results in faster reaction times, as demonstrated by the faster reaction time of volunteer A compared to B and C.

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