原式=-2√[x(a+b)(a-b)]6/|x³|*|x|/√[3(a-b)]*5/4*√b/√(a-b)
=-5/2x²*√[x(a+b)(a-b)/6*3(a-b)*b/(a-b)]
=-5/4x²*√2[(a²bx-3b³x)]
=-5√2[(a²bx-3b³x)]/(4x²)
原式=-2√[x(a+b)(a-b)]6/|x³|*|x|/√[3(a-b)]*5/4*√b/√(a-b)
=-5/2x²*√[x(a+b)(a-b)/6*3(a-b)*b/(a-b)]
=-5/4x²*√2[(a²bx-3b³x)]
=-5√2[(a²bx-3b³x)]/(4x²)