Simplification: (8 + 2 √ 15 - √ 10 - √ 6) / (√ 5 + √ 3 - √ 2)

Simplification: (8 + 2 √ 15 - √ 10 - √ 6) / (√ 5 + √ 3 - √ 2)

Let a = {2}, B = {3}, C = {58 + 2} 15 - {10 -} 6 = 8 + 2BC - AC - AB = BB + CC + BC + BC - AC - AB (note 8 = {3} 3 + {5} 5 = (BB + BC - AB) + (CC + BC - AC) = B × (c + B - a) + C × (c + B - a) = (B + C

Karnaugh map reduction y = ∑ m (0,2,5,8,10,11,14,15)
The simplest

Y=AC+B'D'+A'BC'D

2 / 5:8 / 15 ratio reduction process

2/5:8/15=1:8/15*5/2=1:4/3=3：4

5 / 8:15 reduction ratio

5/8:15
=(5/8x8):(15x8)
=5:120
=1:24
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