Suppose it is determined that an unknown state’s 2020 population growth was actually 2.76%. Use your rounded summary statistics from 4(e), calculate the z-score of this value and round it to 2 decimal places. Explain in a complete sentence what this z-score indicates.
Column |
n |
Mean |
Std. dev. |
2020 Growth |
50 |
1.06 |
1.37 |
This is a normal distribution question with
Sample size (n) = 50
Since we know that
P(X < x) = 0.0276
This implies that
P(Z < -1.9173) = 0.0276
Z score at 2.76% will be -1.9173
With the help of formula for z, we can say that
x = 0.6886
PS: you have to refer z score table to find the final probabilities.
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