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BASIS Online Services
- https://secure.ebasis.org/basis/login.php
- McLean Hospital eBASIS is a national leader in behavioral health care and quality assessment for effective measurement and reporting.
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eBASIS
- https://www.ebasis.org/
- National Leader in Behavioral Healthcare and Quality improvement. The mission of McLean eBASIS, part of McLean Hospital, is to provide full range of high quality, cost effective mental health services to your patients, their families, and the larger community. eBASIS is dedicated to training mental health professionals, supporting basic and clinical research in effort to understand the causes ...
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Logarithmus – Wikipedia
- https://de.wikipedia.org/wiki/Logarithmus
- Die Taste LOG steht herstellerübergreifend für den Logarithmus zur Basis 10, LN berechnet den natürlichen Logarithmus zur Basis e. Darüber hinaus ist als zweite Belegung der jeweiligen Tasten die entsprechende Umkehrfunktion vorgesehen (gelbe Beschriftung jeweils oberhalb), die Exponentialfunktion zur Basis 10 oder e.
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Logarithmus / Logarithmieren ( Berechnen )
- https://www.frustfrei-lernen.de/mathematik/logarithmus-logarithmen-berechnen-basis-exponent-mathematik.html
- Hat man die Basis e, so führt dies zum natürlichen Logarithmus. Dies sieht dann zum Beispiel so aus: y = log e x. Dafür existiert auch eine abgekürzte Schreibweise y = lnx. Welche Schreibweise ihr bevorzugt, ist euch überlassen (oder wird vom Mathematik-Lehrer vorgegeben).
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Log In - BASIS Online Services
- https://secure.ebasis.org/basisdemo/login.php
- You are not logged in, or your session has expired. Please enter your UserID and Password. Test site for Accounting module
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Logarithmus, Exponentialgleichungen lösen Teil 1, log, lg ...
- https://www.youtube.com/watch?v=n2P2VkA5v4M
- 5/31/2013 · Logarithmus, zum Umstellen von Exponentialgleichungen, log, lg Als Logarithmus (Plural: Logarithmen) einer (positiven reellen) Zahl x zur Basis b bezeichnet man den Wert des Exponenten, wenn x als ...
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Basic idea and rules for logarithms - Math Insight
- https://mathinsight.org/logarithm_basics
- However, others might use the notation $\log x$ for a logarithm base 10, i.e., as a shorthand notation for $\log_{10} x$. Because of this ambiguity, if someone uses $\log x$ without stating the base of the logarithm, you might not know what base they are implying. In that case, it's good to ask.
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