Oblicz
([81^0,5]*{9^1/2})^-1/4
usuń niewymierność z pierwiastka
(√2-√3)/(√2+√3)
(√2-√3)/(√2+√3)=(√2-√3)(√2-√3)/(√2+√3)(√2-√3)=5-2√6/-1=-(5-2√6)=-5+2√6
(√2-√3)(√2-√3)=√2²-2√2√3+√3²=2-2√6+3=5-2√6
(√2+√3)(√2-√3)=√2²-√3²=2-3=-1
([81^0,5]*{9^1/2})^-1/4={(9²)^½*(3²)½)^-¼=(9*3)^-¼=⁴√1/⁴√27
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(√2-√3)/(√2+√3)=(√2-√3)(√2-√3)/(√2+√3)(√2-√3)=5-2√6/-1=-(5-2√6)=-5+2√6
(√2-√3)(√2-√3)=√2²-2√2√3+√3²=2-2√6+3=5-2√6
(√2+√3)(√2-√3)=√2²-√3²=2-3=-1
([81^0,5]*{9^1/2})^-1/4={(9²)^½*(3²)½)^-¼=(9*3)^-¼=⁴√1/⁴√27