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Sasha6674
@Sasha6674
July 2022
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Решите логорифмы, пожалуйста!!
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nKrynka
1) 2*3^(log(3) 4 - 5 = 2*4 - 5 = 3
2) 6^(log(6) 4 - 169^(log(13) 3 = 4 - 9 = - 5
3) 4log(4) (2√2) = log(4) [(2√2)^4] = log(4) 64 = log(4) (4^3) = 3*log(4) = 3
4) log(1/2) 18 + log 72 + 5^(log(5) 2 =
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nKrynka
В 4 примере у второго слагаемого не указано основание логарифма.
Sasha6674
его нет
nKrynka
Так не бывает. Основание не пишут в десятичном логарифме.
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Answers & Comments
2) 6^(log(6) 4 - 169^(log(13) 3 = 4 - 9 = - 5
3) 4log(4) (2√2) = log(4) [(2√2)^4] = log(4) 64 = log(4) (4^3) = 3*log(4) = 3
4) log(1/2) 18 + log 72 + 5^(log(5) 2 =