Vysazeni limity

David Necas (Yeti) yeti at physics.muni.cz
Sat Oct 22 00:06:36 CEST 2005


On Fri, Oct 21, 2005 at 11:46:27PM +0200, acoma at centrum.cz wrote:
>
> mam problem s vysazenim limity ve zlomku. Index (y blizici se 0) bych potreboval umistit pod symbol limity, a ne za nej, jak je videt v prilozenem obrazku. Muzete mi poradit, co delam spatne?
>
> $$\lim_{y \to 0}\frac{c_v(y)}{y}=\frac{\lim_{y \to 0}dc_v(y)/dy}{\lim_{y\to 0}dy/dy}=\frac{c'(0)}{1},$$

Limity nad a pod vynutite \limits:

$$\lim_{y \to 0}\frac{c_v(y)}{y}=\frac{\lim\limits_{y \to 0}dc_v(y)/dy}{\lim\limits_{y\to 0}dy/dy}=\frac{c'(0)}{1},$$

ale IMO to moc dobre nevypada; kdyz chcete takhle limity,
sazejte cely citatel a jmenovatel \displaystyle:

$$\lim_{y \to 0}\frac{c_v(y)}{y}=\frac{\displaystyle\lim_{y \to 0}{dc_v(y)\over dy}}{\displaystyle\lim_{y\to 0}{dy\over dy}}=\frac{c'(0)}{1},$$

a pokud mozno se spravnymi diferencialy:

$$\lim_{y \to 0}\frac{c_v(y)}{y}=\frac{\displaystyle\lim_{y \to 0}{\mathrm dc_v(y)\over\mathrm dy}}{\displaystyle\lim_{y\to 0}{\mathrm dy\over\mathrm dy}}=\frac{c'(0)}{1},$$

Yeti


--
That's enough.



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