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Monikabayraktar
@Monikabayraktar
July 2022
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dnepr1
Verified answer
Преобразовав исходное выражение, получаем:
(1,5*5^(5/6) + 3.5*5^(5/6))^(-6/11) =
= ((5^(5/6))*(1.5+3.5) )^(-6/11) = (5^(5/6)*5)^(-6/11) = 5^(-1) = 1/5 = 0.2
0 votes
Thanks 1
Monikabayraktar
А можно на листочке, если не сложно
hlopushinairina
(1.5·∛25·√5+3.5√5·∛25)⁻⁶/¹¹=(1.5∛5²·5¹/²+3.5√5·5²/³)⁻⁶/¹¹=(1.5·∛5²⁺¹/²+3.5·√5¹⁺²/³)⁻⁶/¹¹=
=(1.5·5⁵/⁶+3.5·5⁵/⁶)⁻⁶/¹¹=(5·5⁵/⁶)⁻⁶/¹¹=(5¹¹/⁶)⁻⁶/¹¹=5⁻¹=1/5
1 votes
Thanks 1
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Answers & Comments
Verified answer
Преобразовав исходное выражение, получаем:(1,5*5^(5/6) + 3.5*5^(5/6))^(-6/11) =
= ((5^(5/6))*(1.5+3.5) )^(-6/11) = (5^(5/6)*5)^(-6/11) = 5^(-1) = 1/5 = 0.2
=(1.5·5⁵/⁶+3.5·5⁵/⁶)⁻⁶/¹¹=(5·5⁵/⁶)⁻⁶/¹¹=(5¹¹/⁶)⁻⁶/¹¹=5⁻¹=1/5