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the weight of coconuts is normally distributed. it is proposed that the mean weight of ripe coconuts is 450g with a standard deviation of 45g. The mean weight of green coconuts is 420g with a standard deviation of 35g.
Question:
you find a coconut weighing 430gms. Using Z-scores or otherwise, show clearly how you would determine which type of coconut is it more likely to be.
Any help with this would be greatly appreciated.
You don't need Z-scores for this. You just need to know that the fewer standard deviations away from the mean something is, the more common it will be.
If it was a ripe coconut, it would be 20g away from the mean, and so 20/45 standard deviations away from the mean.
Similarly, if it was a green coconut it would be 10/35 standard deviations away.
This second number is smaller, so the coconut you found is more likely to be green than ripe.
Why did the vector cross the road?
It wanted to be normal.
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