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kidrauhl1
@kidrauhl1
July 2022
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Решите уравнение ㏒2/3 (2x+1) = - 1/3
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nKrynka
㏒₂/₃ (2x+1) = - 1/3
㏒₂/₃ (2x+1) = (- 1/3)*㏒
₂/₃ (2/3)
㏒₂/₃ (2x+1) = ㏒₂/₃ (2/3)⁻¹/³
2x + 1 =
(2/3)
⁻¹/³
2x = ∛(3/2) - 1
x = (
∛(3/2) - 1)/2
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Answers & Comments
㏒₂/₃ (2x+1) = (- 1/3)*㏒₂/₃ (2/3)
㏒₂/₃ (2x+1) = ㏒₂/₃ (2/3)⁻¹/³
2x + 1 = (2/3)⁻¹/³
2x = ∛(3/2) - 1
x = (∛(3/2) - 1)/2