Calculate the Standard Error using the following information:
ΣX i = |
1.1 |
ΣX i2 = |
898 |
n = |
16 |
Answer : Calculate the Standard Error using the following information:
ΣX i = 1.1
ΣX i^2 = 898
n = 16
Solution:
Standard error = /√n
Therefore,
Standard deviation, :
= [ ΣX i^2/n-( ΣX i/n)^2]
= [898/16 - (1.1/16)^2]
= (56.125 - 0.0047)
= 56.1208
= 7.4914
Therefore,
Standard error = /√n
= 7.4914/√16
= 7.4914/4
= 1.872850
~ 1.873
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