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Anastasiya5620
@Anastasiya5620
July 2022
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решите логарифмическое неравенство
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21sadtylers
Log2 (x^2 + 10) < 4
log2 (x^2 + 10) < log2 (16)
x^2 + 10 < 16
x^2 + 10 - 16 < 0
x^2 - 6 < 0
(x - √6)(x + √6) < 0
+ - +
---------- ( - √6) ------------(√6)--------------> x
x ∈ ( - √6; √6)
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ShirokovP
Verified answer
Область определения неравенства – бесконечность, поэтому она не повлияет на решение
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Answers & Comments
log2 (x^2 + 10) < log2 (16)
x^2 + 10 < 16
x^2 + 10 - 16 < 0
x^2 - 6 < 0
(x - √6)(x + √6) < 0
+ - +
---------- ( - √6) ------------(√6)--------------> x
x ∈ ( - √6; √6)
Verified answer
Область определения неравенства – бесконечность, поэтому она не повлияет на решение