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Soil at a site consists of two layers. The top layer permeability k units and bottom layer has permeability 5k units. If the thickness of both layers
Question

Soil at a site consists of two layers. The top layer permeability k units and bottom layer has permeability 5k units. If the thickness of both layers is equal, than what is the average permeability in the vertical direction?

A.

3k units

B.

(5/3)k units

C.

(5/6)k units

D.

(6/5)k units

Correct option is B

H1=HH_1 =H , K1=KK_1 =K
H2=HH_2 =H, K2=5KK_2 =5K
KAvg=?K_{Avg} = ?
KAvg=H1+H2H1K1+H2K2K_{Avg} = \frac{H_1+H_2}{{\frac{H_1}{K_1}}+{\frac{H_2}{K_2}}}
 KAvg=H+HHK+H5KK_{Avg} = \frac{H+H}{{\frac{H}{K}}+{\frac{H}{5K}}}
KAvg=K_{Avg} =  (5/3)k​​

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