wyznacz x : proszę tez o wypisanie dziedzin. ;)
log
log₃x + ½*log₃x = 3
3/2*log₃x = 3 /*⅔
log₃x = 3*⅔
log₃x = 2
z def. log
x = 3²
x = 9
½log₅x - log₅x = -1
- ½log₅x = -1 /*(-2)
log₅x = 2
x = 5²
x = 25
z def log.
logπ z x = 2°
logπ x = 1
x = π¹
x = π
log½ x + 1 = 2²
log½ x = 4 -1
log½ x = 3
x = (½)³
x = ⅛
log₂(log₃x -1) = (√3 )°
log₂(log₃x -1) = 1
log₃x -1 = 2¹
log₃x = 2 +1
log₃ x = 3
x = 3³
x = 27
logx² 1 = 0
1 = (x²)°
1 = x°
1 = 1 tozsamość
x ∈ R, bo x² jest zawsze dodatnie
" Life is not a problem to be solved but a reality to be experienced! "
© Copyright 2013 - 2024 KUDO.TIPS - All rights reserved.
log₃x + ½*log₃x = 3
3/2*log₃x = 3 /*⅔
log₃x = 3*⅔
log₃x = 2
z def. log
x = 3²
x = 9
½log₅x - log₅x = -1
- ½log₅x = -1 /*(-2)
log₅x = 2
z def. log
x = 5²
x = 25
z def log.
logπ z x = 2°
logπ x = 1
z def. log
x = π¹
x = π
z def. log
log½ x + 1 = 2²
log½ x = 4 -1
log½ x = 3
z def. log
x = (½)³
x = ⅛
z def. log
log₂(log₃x -1) = (√3 )°
log₂(log₃x -1) = 1
z def. log
log₃x -1 = 2¹
log₃x = 2 +1
log₃ x = 3
z def. log
x = 3³
x = 27
logx² 1 = 0
z def. log
1 = (x²)°
1 = x°
1 = 1 tozsamość
x ∈ R, bo x² jest zawsze dodatnie