Research Skills 2 : Experimental Design Flashcards

1
Q

What is t first step of designing experiments?

A

Review Existing Work

  • Being able to find and evaluate previous work
  • Look for what others have done before starting your experiment or research project
  • It helps define and tune your ideas
  • Avoids reinventing the wheel and wasting time
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2
Q

What do you do next?

A

Must design an experiment that will test your hypothesis.

This experiment will allow you to change some conditions or variables to test your hypothesis

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3
Q

What consists for a Good Experiment ?

A
  • Tests ONE variable at a time
  • Is FAIR and UNBIASED. As an experimenter you must not allow your opinion to influence the experiment.
  • Is VALID- the experiment must test your hypothesis – if it does not the experiment is invalid and results will make no sense!
  • Has REPEATS. Repeating the experiments will reduce the effect of experimental errors and give a more accurate conclusion
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4
Q

What are Variables?

A

A variable is
- anything in an experiment that can change or vary

  • any factor that can have an effect on the outcome of the experiment
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5
Q

How many type of variables are there and what are they?

A

3 MAIN TYPES:

  • Independent
  • Dependent
  • Controlled
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6
Q

What are Independent Variables?

A
  • Something that is intentionally changed by the experimenter
  • What is tested/manipulated
  • You can only change ONE variable in an experiment!
  • To determine the independent variable ask yourself ‘what is being changed?’
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7
Q

What are Dependent Variables?

A
  • Something that might be affected by the change in the independent variable
  • What is observed and measured – the data collected
  • To determine the dependent variable ask yourself – ‘what will I measure and observe?
    – Be specific in when answering this question and include all units
    – i.e I will measure weight in g etc
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8
Q

What are controlled Variables?

A
  • A variable that is not changed and kept the same
  • NOT the same as a ‘control’
  • Any given experiment could have many controlled variables
  • To determine the controlled variable/s ask yourself – ‘what should not be allowed to change?
  • Examples could be pH or temperature
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9
Q

Experimental Controls - NEGATIVE CONTROL

A
  • Negative control
  • A sample or experiment to determine what happens without the experimental intervention

A control should ideally be identical to the experiment, except for the one intervention being tested

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10
Q

Experimental Controls - POSITIVE CONTROL

A
  • Positive control
  • Our hypothesis predicts an effect
  • The experiment shows no effect
  • Therefore the hypothesis is refuted?
  • Or is it just a technical failure of the experimental system
  • A positive control is a sample or experiment to show that the experimental system will show an effect, if the intervention really does have an effect
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11
Q

What are other types of controls?

A
  • Control to test altrnative hypotheses
  • Additional controls
  • A control should differ from the experiment in one factor only
  • design of controls is crucial
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12
Q

Explain Biases an examples

A

Biases – if you haven’t eliminated all biases from your experiments, then any statistics you calculate are going to be meaningless.

Examples of biases include

  • Using inappropriate controls
  • Failing to take a truly random sample from a population
  • Human bias in observation
  • Selecting which data to include after you’ve seen the results of the experiment
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13
Q

What are Systematic Errors?

A

Systematic errors are errors that bias the data in a particular direction.

e.g. a miscalibrated pipette always adds too low a volume of sample

Important to validate your equipment, your reagents and your assays before starting the experiment

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14
Q

What are Random Errors?

A

Random errors are errors that may randomly increase or decrease your readings

Each time you perform an experiment you will get a slightly different answer, because of errors and of natural variation

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15
Q

What do you do to reuduce the effects of errors?

A
  • If you increase the number of observations, the random errors tend to cancel each other out.
  • Therefore you decrease the effect of random errors, but not the effect of systematic errors.
  • We take the mean of multiple observations to lessen uncertainty about how close our experimental answer is to the “real” answer
  • Where the real answer is the answer with no random error
  • Or the mean of a whole population
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16
Q

What is the standard error of the mean?

A
  • combine the overall variability with the number of times the experiment has been repeated to get an indication of uncertainty
  • [Mathematically it is the standard deviation divided by the square root of the number of repeats]
  • S.e.m. = s.d. / √(n)