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Take a look at the different sketches that groups have shared above. Remember, these are sketches of the first derivative y?y? of a function. Your
Take a look at the different sketches that groups have shared above. Remember, these are sketches of the first derivative y?y? of a function.
Your challenge now is to choose one of these derivatives, and work out as much information as you can about the original function, y=f(x)y=f(x).
For your chosen derivative y?y?, you should:
- Work out where any stationary points are for the original function y=f(x)y=f(x) (you can estimate coordinates)
- For each stationary point, use the first derivative test to determine the nature of each stationary point
- Use this information to sketch a possible graph for y=f(x)y=f(x)
Share your sketch below. In your sketch, you should include:
- Which derivative sketch y?y? you chose
- How you worked out the stationary points and their nature
- The sketch of y
Please sketch the graph by hand
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