| a+√3 |+√(b-6)=0
a+√3=0 ,b-6=0
a=-√3﹤0
b=6﹥0
原式=3√(a³b/6ab²)
=3√(a²/6b)
=3√[(a²×6b/(6b)²]
=3×|a|×|1/6b|×√(6b)
=3×(-a)×1/6b×√(6b)
=(-a/2b)√(6b)
=(√3/12)×√(6×6)
=(√3/12)×6
=√3/2
| a+√3 |+√(b-6)=0
a+√3=0 ,b-6=0
a=-√3﹤0
b=6﹥0
原式=3√(a³b/6ab²)
=3√(a²/6b)
=3√[(a²×6b/(6b)²]
=3×|a|×|1/6b|×√(6b)
=3×(-a)×1/6b×√(6b)
=(-a/2b)√(6b)
=(√3/12)×√(6×6)
=(√3/12)×6
=√3/2