LOgaritma
²log x > 11 - x
kedua ruas kalikan (log 2)
log x > 11 log 2 - x log 2
log x + x log 2 > 11 log 2
log (x . 2^x) > log 2^11
x . 2^x > 2^11
x . 2^x > 8 . 2⁸
x = 1 → 2⁰ . 2¹ ≠ 2¹¹
x = 2 → 2¹ . 2² ≠ 2¹¹
x = 4 → 2² . 2⁴ ≠ 2¹¹
x = 8 → 2³ . 2⁸ = 2¹¹
x > 8
Nilai x yang memenuhi :
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LOgaritma
²log x > 11 - x
kedua ruas kalikan (log 2)
log x > 11 log 2 - x log 2
log x + x log 2 > 11 log 2
log (x . 2^x) > log 2^11
x . 2^x > 2^11
x . 2^x > 8 . 2⁸
x = 1 → 2⁰ . 2¹ ≠ 2¹¹
x = 2 → 2¹ . 2² ≠ 2¹¹
x = 4 → 2² . 2⁴ ≠ 2¹¹
x = 8 → 2³ . 2⁸ = 2¹¹
x . 2^x > 2^11
x > 8
Nilai x yang memenuhi :
x > 8