1)LOG₃X=¼ 2)LOG x=-5 3)log₂=16

1)Log(na dole 3)X=1/4 czyli x to 1/81 bo 3 do potegi 1/4 daje 1/81 2)log(na dole 10) z liczby x=-5 x to liczba 1/100000 3)log(na dole 2)z licby x=16 więc x to 65536

1. Oblicz: a)log₂8 + log½4 + log₉81 b)log 0,1 + log 1000 + log0,1 10 c)log₃27 - log₄2 - log₂ 1/8 d)log₃₆6 + log₁₆4 - log₈2   2. Oblicz: a)log₆2 + log₆18 b)log 15 - log 3/2 c)log₆4 +log₆27 - log₆3 d)log 1/2 - log 25 - log 2

1. Oblicz: a)log₂8 + log½4 + log₉81 b)log 0,1 + log 1000 + log0,1 10 c)log₃27 - log₄2 - log₂ 1/8 d)log₃₆6 + log₁₆4 - log₈2   2. Oblicz: a)log₆2 + log₆18 b)log 15 - log 3/2 c)log₆4 +log₆27 - log₆3 d)log 1/2 - log 25 - ...

Log 1/3 1/9 (W podstawie 1/3) Log 0,1 0,001 Log pierwiastek z 2 2 Log 2 1/2 Log 9 1/9 Log 1/4 4 Log 3/5 5/3 Log 0,5 4 Log 4 1/64 Log 8 1/64 Log 1/5 125 Log 2 Pierwiastek z 2 Log 3 Pierwiastek z 3   PILNE  

Log 1/3 1/9 (W podstawie 1/3) Log 0,1 0,001 Log pierwiastek z 2 2 Log 2 1/2 Log 9 1/9 Log 1/4 4 Log 3/5 5/3 Log 0,5 4 Log 4 1/64 Log 8 1/64 Log 1/5 125 Log 2 Pierwiastek z 2 Log 3 Pierwiastek z 3   PILNE  ...

Oblicz: 1. log ₁₀ = 2. log ₇1= 3. log ₀,₅2√2= 4. log ₀,₁∛0,01= 5. log ₀,₃ 0,09 =   Oblicz: 1. log ₅x=2 2. log ₃x=-1 3. log ₂x=½ 4. log ½x= -5 5. log ₁₀x= -½ 6. log ₃x= ⅔ 

Oblicz: 1. log ₁₀ = 2. log ₇1= 3. log ₀,₅2√2= 4. log ₀,₁∛0,01= 5. log ₀,₃ 0,09 =   Oblicz: 1. log ₅x=2 2. log ₃x=-1 3. log ₂x=½ 4. log ½x= -5 5. log ₁₀x= -½ 6. log ₃x= ⅔ ...

Zad 1 Znajdź x: a) log ₓ√3 X = 1/2 b) logₓ 1/2 X = -1 c) log ₂ X = -5 d) log X = 2 e) log X = √3 f) log X = -0,5 Zad 2 Znajdź x: a) logₓ 3⁹ = 3 b) logₓ 7 = - 1/2 c) logₓ 5 = -2 d) logₓ 0,0001 = -8 E) logₓ 0,5= - 1/2 Z góry dziękuj

Zad 1 Znajdź x: a) log ₓ√3 X = 1/2 b) logₓ 1/2 X = -1 c) log ₂ X = -5 d) log X = 2 e) log X = √3 f) log X = -0,5 Zad 2 Znajdź x: a) logₓ 3⁹ = 3 b) logₓ 7 = - 1/2 c) logₓ 5 = -2 d) logₓ 0,0001 = -8 E) log�...

Oblicz: log [16} 2 = log [0,5] 32 = log [√2] 6 + 2 log [√2] 2 - log [√2] 3 = log [9] 15 - log [9] 20/3 + 2 log [9] 6 = log [8] √2 =

Oblicz: log [16} 2 = log [0,5] 32 = log [√2] 6 + 2 log [√2] 2 - log [√2] 3 = log [9] 15 - log [9] 20/3 + 2 log [9] 6 = log [8] √2 =...

log₃ 1/27 2 log₃ 27- log₂ 16 log 100 + log₂ 64 log₄ 2 + log₇ 49 log₄ 8 + log₄ 2 f) log₃ 36 - log ₃ 4 log₆ 32 + log₆ 4

log₃ 1/27 2 log₃ 27- log₂ 16 log 100 + log₂ 64 log₄ 2 + log₇ 49 log₄ 8 + log₄ 2 f) log₃ 36 - log ₃ 4 log₆ 32 + log₆ 4...