-
abbreviations ISO 4 (alt) ·
Bluebook (alt) NLM (alt) ·
MathSciNet (alt ) ISO 4 J.
Approx.
Theory Indexing CODEN (alt · alt2) ·
JSTOR (alt) · LCCN (alt) MIAR · NLM...
- \
approx } (\
approx),
usually to
indicate approximation between numbers, like π ≈ 3.14 {\displaystyle \pi \
approx 3.14} . ≉ {\displaystyle \not \
approx...
- (Molar m****
approx: 136 g/mol) Dipot****ium
phosphate (K2HPO4) (Molar m****
approx: 174 g/mol) Tripot****ium
phosphate (K3PO4) (Molar m****
approx: 212.27 g/mol)...
- +1\sigma )&\
approx 68.27\%\\\Pr(\mu -2\sigma \leq X\leq \mu +2\sigma )&\
approx 95.45\%\\\Pr(\mu -3\sigma \leq X\leq \mu +3\sigma )&\
approx 99.73\%\end{aligned}}}...
- {\begin{aligned}\sin \theta &\
approx \tan \theta \
approx \theta ,\\[5mu]\cos \theta &\
approx 1-{\tfrac {1}{2}}\theta ^{2}\
approx 1,\end{aligned}}} provided...
- ( 1 + r / 100 ) ≈ 72 r {\displaystyle t={\frac {\ln(2)}{\ln(1+r/100)}}\
approx {\frac {72}{r}}} ,
where t is the
number of
periods required. The formula...
- {1}{2}}}\right)^{0+{\frac {1}{2}}}\
approx 0.841\,{\text{m}}\\L=\left({\sqrt {\frac {1}{2}}}\right)^{0-{\frac {1}{2}}}\
approx 1.189\,{\text{m}}\end{cases}}}...
- 938 534 707 747 6337 {\displaystyle \Gamma \left({\tfrac {1}{3}}\right)\
approx 2.678\,938\,534\,707\,747\,6337} OEIS: A073005 Γ ( 1 4 ) ≈ 3.625 609 908...
- ISO 4 (alt) ·
Bluebook (alt) NLM (alt) ·
MathSciNet (alt ) ISO 4 Int. J.
Approx. Reason.
Indexing CODEN (alt · alt2) ·
JSTOR (alt) · LCCN (alt) MIAR · NLM...
- {\displaystyle {\text{Standard error}}=\sigma _{\overline {p}}\
approx {\sqrt {\frac {\sigma _{P}^{2}}{n}}}\
approx {\sqrt {\frac {p(1-p)}{n}}}} Note that p ( 1 − p )...