Geometric Hateful Inward Statistics

Geometric Mean inwards Statistics is the average obtained past times multiplying all the information inwards a sample group, as well as thus it is rooted past times the total of the sample data.

Geometric Mean Formulas inwards Statistics

U = ⁿ√(x₁ . x₂ . x₃ . ... . x_n)

Information :

U = geometric hateful value
x = data

n = amount of data

Example :

Please cause upward one's hear geometric hateful of 2,4,8,16 !

Answer :

n = 4

x₁ = 2

x₂ = 4

x₃ = 8

x₄ = 16

U = ⁴√(x₁ . x₂ . x₃ . x₄)

U = ⁴√(2 . 4 . 8 . 16)

U = ⁴√(2¹ . 2² . 2³ . 2⁴)

U = ⁴√(2^1+2+3+4)

U = ⁴√2¹⁰

U = 2^10/4

U = 2^5/2

U = √2⁵

U = √32

U = √(16 x 2)

U = √16 x √2

U = 4√2

So the geometric mean of 2,4,8,16 is 4√2

Referensi :

https://ginabortolussiblog.blogspot.com//search?q=rata-rata-ukur-geometrik

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