Content deleted Content added
|
|
|
! !! Hısusiyet !! Mısal
|-
| çarpkerdışÇarpkerdış|| <cite id=labegarithmProducts><math> \log_b(x y) = \log_b (x) + \log_b (y) \,</math></cite>|| <math> \log_3 (243) = \log_3(9 \cdot 27) = \log_3 (9) + \log_3 (27) = 2 + 3 = 5 \,</math>
|-
| barekerdışBarekerdış|| <math>\log_b \!\left(\frac x y \right) = \log_b (x) - \log_b (y) \,</math>|| <math> \log_2 (16) = \log_2 \!\left ( \frac{64}{4} \right ) = \log_2 (64) - \log_2 (4) = 6 - 2 = 4</math>
|-
| üsÜs || <cite id=labelLogarithmPowers><math>\log_b(x^p) = p \log_b (x) \,</math></cite>||<math> \log_2 (64) = \log_2 (2^6) = 6 \log_2 (2) = 6 \,</math>
|-
| rıstımRıstım || <math>\log_b \sqrt[p]{x} = \frac {\log_b (x)} p \, </math>|| <math> \log_{10} \sqrt{1000} = \frac{1}{2}\log_{10} 1000 = \frac{3}{2} = 1.5 </math>
|}
</center>
|
