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Maksrts
@Maksrts
August 2022
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решите уравнение x=10^(1-1/4lgx)
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amin07am
Verified answer
Ответ ответ ответ ответ ответ ответ
1 votes
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ShirokovP
10^(1-1/4lgx)
ShirokovP
ответ x = 10^(4/5)
Maksrts
спс
ShirokovP
Verified answer
X = 10^(1 - 1/4*lgx)
lgx = lg (10^(1 - 1/4*lgx))
lgx = lg10* (1 - 1/4*lgx)
lgx = 1 - 1/4*lgx
lgx - 1 + 1/4*lgx = 0
5/4*lgx = 1
lgx = 4/5
log10 (x) = 4/5
x = 10^(4/5)
1 votes
Thanks 0
amin07am
Я другую решал)
amin07am
Спасибо)
Maksrts
незачто
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Verified answer
Ответ ответ ответ ответ ответ ответVerified answer
X = 10^(1 - 1/4*lgx)lgx = lg (10^(1 - 1/4*lgx))
lgx = lg10* (1 - 1/4*lgx)
lgx = 1 - 1/4*lgx
lgx - 1 + 1/4*lgx = 0
5/4*lgx = 1
lgx = 4/5
log10 (x) = 4/5
x = 10^(4/5)