Дифференциальные Индикаторы Тренда

&#;&#;&#; &#;&#;&#;&#;&#;&#;&#; &#;&#;&#;&#;&#;&#;&#; ESC &#; &#;&#;&#;&#;&#;&#;&#; &#;&#;&#;&#;&#;&#;&#;&#;&#; &#;&#;&#;&#;&#;&#;&#;&#;&#;&#; &#;&#;&#;&#;&#;&#; , &#;&#;&#;&#;&#;&#;&#; &#;&#;&#;&#;&#;&#;&#;&#;&#;&#; &#;&#;&#;&#;&#;&#; &#;&#;&#;&#;&#; &#;&#;&#;&#;&#;&#;&#;&#;&#;&#;&#; &#;&#;&#;&#;&#;&#;&#;&#;&#;&#; &#;&#;&#;&#;&#;&#; &#;&#;&#;&#;&#;&#;&#;&#; &#;&#;&#;&#;&#;&#;&#;&#;&#;&#;&#; (&#;&#;&#;&#;&#;&#;&#;&#; &#; &#;&#;&#;&#;&#;&#;&#;&#;&#;&#;&#;&#; &#;&#;&#;&#;&#;&#;&#;&#;&#;&#;&#;&#; &#;&#;&#;&#;&#;&#;&#;&#;&#; &#;&#;&#;&#;&#;&#;&#;&#;&#;&#;&#; ESC&#;&#;&#;&#;&#;&#;&#;&#; &#;&#;&#;&#;&#;&#;&#;&#;&#;&#;&#;ESC).

&#;&#;&#; &#;&#;&#;&#;&#; &#;&#;&#;&#;&#;&#;&#;&#;&#;&#;&#; &#;&#;&#;&#;&#;&#;&#;&#;&#; &#;&#;&#;&#;&#;&#;&#;&#;&#;&#;&#;, &#;&#;&#;&#;&#;&#;&#;&#;&#; &#;&#;&#;&#;&#;&#;&#;&#;&#;&#;&#;&#;&#; &#;&#;&#;&#;&#;&#;&#;&#;&#;&#; &#;&#; &#;&#;&#;&#;&#;&#; &#;&#;&#;&#;&#;&#; &#;&#;&#;&#;&#; &#;&#;&#;&#;&#;&#;&#;&#;&#;&#; &#;&#;&#;&#;&#; &#;&#;&#;&#;&#;&#;&#; :

&#;&#;&#;&#;&#;, &#;&#;&#;&#;&#;&#;&#;&#;&#; &#; &#;&#;&#;&#;&#;&#; &#;&#;&#;&#;&#;&#;&#;&#; &#;&#;&#;&#;&#;&#;&#;&#;&#; &#;&#;&#;&#;&#;&#;&#;&#;&#;&#;&#;&#; &#;&#;&#;&#;&#;&#;&#;&#;&#; &#;&#;&#;&#;&#;&#;&#;:

&#;&#;&#;&#;&#;&#; &#;&#;&#;&#;&#;&#;&#;&#;&#; &#;&#;&#;&#;&#; &#; &#;&#;&#;&#;&#;&#; &#;&#;&#;&#;&#;&#;&#;&#;&#;&#;&#; &#;&#;&#;&#;&#;&#;&#; &#;&#;&#;&#;&#; &#;&#;&#;&#;&#;&#;&#;&#; &#;&#;&#;&#;&#; &#;&#;&#; &#;&#;&#;&#;&#;.

&#; &#;&#;&#;&#;&#;&#;&#; &#;&#;&#;&#;&#;&#;&#;&#;&#; &#;&#; &#;&#;&#;&#;&#;&#;&#;&#;&#; &#;&#;&#;&#;&#;&#;&#;&#;&#;&#; &#;&#; &#;&#;&#;&#;&#;&#; &#;&#;&#;&#;&#;&#;&#; &#;&#;&#;&#;&#; &#;&#;&#;&#; &#;Basic Math Assistant&#; &#;&#; &#;&#;&#;&#; Palettes &#;&#;&#; &#;&#;&#;&#;&#;&#; &#;&#;&#;&#;&#;&#;&#;&#;&#; &#;&#;&#;&#;&#;&#;&#;&#;.

&#;&#;&#; &#;&#;&#;&#;&#;&#;&#; &#;&#; &#;&#;&#;&#;&#;&#; &#; &#;&#;&#;&#;&#;&#;&#;&#;, &#;&#; &#;&#;&#;&#;&#;&#;&#;&#;&#;&#;&#;&#;&#; &#;&#;&#;&#;&#;&#;&#;&#;&#;&#;&#;&#;&#; &#;&#; &#;&#;&#;&#;&#; &#;&#;&#;&#;&#;&#;&#;&#; &#;&#;&#;&#;&#;&#;&#;&#;&#; &#;&#;&#;&#;&#;&#;&#;:

&#;&#;&#;&#;&#;&#;&#;&#;&#;&#; &#;&#;&#;&#;&#;&#;&#; TraditionalForm &#;&#;&#; &#;&#;&#;&#;&#;&#;&#;&#;&#;&#;&#; &#;&#;&#;&#;&#;&#; &#;&#;&#;&#;&#;&#;&#;&#;&#; &#; &#;&#;&#;&#;&#;&#;&#;&#;&#;&#;&#;&#; &#;&#;&#;&#;&#;&#;&#;&#;&#;&#;&#;&#;&#;&#; &#;&#;&#;&#;&#;&#;&#;:

In[1]:=

&#; TraditionalForm[(y + 3)^2/((y - 2) (y + 5))]

Out[1]=

&#;&#;&#;&#;&#;&#;&#;&#;&#;&#;&#;&#; &#;&#;&#;&#;&#;&#; &#;&#;&#;&#;&#; &#;&#;&#;&#;&#;&#;&#;&#;&#; &#; TraditionalForm, &#;&#;&#;&#;&#;&#;&#;&#;&#; &#;&#;&#;&#;&#;&#;&#;&#;&#;&#; &#;&#;&#;&#;&#;&#; SHIFT+CMD+T:

In[2]:=

&#; Limit[(x^2 - 1)/(x - 1), x -> 0]

In[3]:=

&#; \!\(\*UnderscriptBox[\(lim\), \(x \[Rule] 0\)]\)( x^2 - 1)/(x - 1)

Out[3]=

&#;&#;&#;&#;&#;&#;&#;&#;&#;&#; &#;&#;&#;&#;&#;&#;&#;&#;&#;&#;: &#;&#;&#;&#;&#;&#;&#;&#;&#;&#;&#;&#;&#;&#; &#;&#;&#;&#;&#;&#;&#;

&#;&#;&#; &#;&#;&#;&#;&#;&#; &#; &#;&#;&#;&#;&#;&#;&#;&#;&#; &#;&#;&#;&#;&#;&#;&#;&#; &#;&#;&#;&#;&#;&#;&#;&#;&#;&#; &#;&#;&#;&#;&#;&#;&#;&#;&#;&#;&#;&#; &#;&#;&#;&#;&#;&#;&#;&#;&#; Pi:

In[1]:=

Out[1]=

&#;&#;&#; &#;&#;&#;&#;&#;&#;&#;&#; ESCdegESC &#;&#;&#; &#;&#;&#;&#;&#;&#;&#;&#;&#;&#;&#;&#;&#; &#;&#;&#;&#;&#;&#;&#;&#;&#;&#;&#; &#;&#;&#;&#;&#;&#;&#; Degree:

In[2]:=

&#;

Out[2]=

&#;&#;&#;&#;&#;&#;&#;&#; (&#;&#;&#; &#;&#;&#;&#;&#;&#;&#;&#;) &#;&#;&#;&#;&#;&#;&#;&#;&#;&#;&#;&#;&#;&#;&#;&#;&#;&#; &#;&#;&#;&#;&#;&#;&#;&#;&#;, &#;&#;&#;&#;&#;&#;&#;&#;&#; &#;&#;&#;&#;&#;&#;&#;&#;&#; &#;&#;&#;&#;&#;&#;&#;&#;&#;:

In[1]:=

&#;

Out[1]=

&#;&#;&#;&#;&#;&#;&#;&#; &#;&#;&#;&#;&#;&#;&#;&#;&#;&#;&#;&#; &#;&#;&#;&#;&#;&#;&#;&#;&#;&#;&#;&#;&#;&#;&#;&#;&#;&#;&#; &#;&#;&#;&#;&#;&#;&#;&#;:

In[2]:=

&#; TrigFactor[Cos[x]^2 - Sin[x]^2]

Out[2]=

&#;&#;&#;&#;&#; &#;&#;&#;&#;&#;&#;&#;, &#;&#;&#; Solve, &#;&#;&#;&#;&#; &#;&#;&#;&#;&#;&#;&#;&#;&#; &#;&#;&#;&#;&#;&#; &#;&#;&#;&#;&#;&#;&#;&#; &#;&#;&#;&#;&#;&#;&#;&#;&#;:

In[1]:=

&#; Solve[Cos[x]^2 + Sin[x]^2 == x]

Out[1]=

&#;&#;&#;&#;&#;&#;&#; &#;&#;&#;&#;&#;&#;&#;&#;&#;&#;&#;&#; &#;&#;&#;&#;&#;&#;&#; &#;&#;&#;&#;&#;&#;&#;:

In[2]:=

&#; Solve[{Tan[x] == 1, 0 < x < 2 Pi}]

Out[2]=

&#;&#;&#;&#;&#;&#;&#;&#;&#;&#; &#;&#;&#;&#;&#;&#;&#;&#;&#;&#;: &#;&#;&#;&#;&#;&#;&#;&#;&#;&#;&#;&#;&#;&#;&#;&#;&#;&#; &#;&#;&#;&#;&#;&#;&#;