Facit - Versionshistorik

KTH.SE:u1zpa8nw den 18 juli 2007 kl. 11.44

2007-07-18T11:44:00Z

← Äldre version		Versionen från 18 juli 2007 kl. 11.44
Rad 596:		Rad 596:
	<td class="ntext" width="33%">$\displaystyle x-1+\frac{2x+2}{x^2+3x+1}$</td>		<td class="ntext" width="33%">$\displaystyle x-1+\frac{2x+2}{x^2+3x+1}$</td>
	</tr>		</tr>
-	</table>	+	</table><br><br><br>

	'''Svar 3.4:2'''		'''Svar 3.4:2'''
Rad 654:		Rad 654:
	</tr>		</tr>
	</table>		</table>
		+	<br><br><br><br><br><br>

KTH.SE:u1zpa8nw den 18 juli 2007 kl. 11.42

2007-07-18T11:42:32Z

← Äldre version		Versionen från 18 juli 2007 kl. 11.42
Rad 417:		Rad 417:
	<td class="ntext">b)<br\>[[Bild:f_3_2_2b.gif]]</td>		<td class="ntext">b)<br\>[[Bild:f_3_2_2b.gif]]</td>
	</tr>		</tr>
-	</table><br><br>	+	</table><br><br><br>
	<table width="100%" cellspacing="10px">		<table width="100%" cellspacing="10px">
	<tr align="left">		<tr align="left">

KTH.SE:u1zpa8nw den 18 juli 2007 kl. 11.41

2007-07-18T11:41:20Z

← Äldre version		Versionen från 18 juli 2007 kl. 11.41
Rad 417:		Rad 417:
	<td class="ntext">b)<br\>[[Bild:f_3_2_2b.gif]]</td>		<td class="ntext">b)<br\>[[Bild:f_3_2_2b.gif]]</td>
	</tr>		</tr>
		+	</table><br><br>
		+	<table width="100%" cellspacing="10px">
	<tr align="left">		<tr align="left">
	<td class="ntext">c)<br\>[[Bild:f_3_2_2c.gif]]</td>		<td class="ntext">c)<br\>[[Bild:f_3_2_2c.gif]]</td>

KTH.SE:u1zpa8nw den 18 juli 2007 kl. 11.38

2007-07-18T11:38:38Z

← Äldre version		Versionen från 18 juli 2007 kl. 11.38
Rad 239:		Rad 239:
	<td class="ntext">b)     $-\displaystyle\frac{\sin2x}{4}+\frac{x}{2}+C$</td>		<td class="ntext">b)     $-\displaystyle\frac{\sin2x}{4}+\frac{x}{2}+C$</td>
	</tr>		</tr>
-	</table>	+	</table><br><br>

	'''Svar 2.2:1'''		'''Svar 2.2:1'''

KTH.SE:u1zpa8nw den 18 juli 2007 kl. 11.36

2007-07-18T11:36:26Z

← Äldre version		Versionen från 18 juli 2007 kl. 11.36
Rad 152:		Rad 152:
	<td class="ntext" width="100%">a) $\; x=0\,$ (lokal maximipunkt)$\qquad\qquad\quad$ b) $\; x=-\frac{1}{3}\ln\frac{5}{3}\,\qquad\qquad\quad$ c) $\; x=1/e\,$ (lokal minimipunkt)</td>		<td class="ntext" width="100%">a) $\; x=0\,$ (lokal maximipunkt)$\qquad\qquad\quad$ b) $\; x=-\frac{1}{3}\ln\frac{5}{3}\,\qquad\qquad\quad$ c) $\; x=1/e\,$ (lokal minimipunkt)</td>
	<tr align="left" valign="top">		<tr align="left" valign="top">
-	<td class="ntext">$\mbox{d)}\quad\left\{ \eqalign{ x&=-\sqrt{\sqrt{2}-1}\quad \mbox{ (lokal maximipunkt)} \\ x&=0\qquad\qquad\quad \mbox{ (lokal minimipunkt) } \\ x&=\sqrt{\sqrt{2}-1}\quad \mbox{ (lokal maximipunkt)}} \right. \qquad\qquad\qquad \mbox{e)}\quad \left\{ \eqalign{ x&=-3\qquad \mbox{ (lokal minimipunkt) } \\ x&=-2\qquad \mbox{ (lokal maximipunkt) } \\ x&=1\qquad \mbox{ (lokal minimipunkt) } \\ x¤=3\qquad \mbox{ (lokal maximipunkt) } }\right. $</td>	+	<td class="ntext">$\mbox{d)}\quad\left\{ \eqalign{ x&=-\sqrt{\sqrt{2}-1}\quad \mbox{ (lokal maximipunkt)} \\ x&=0\qquad\qquad\quad \mbox{ (lokal minimipunkt) } \\ x&=\sqrt{\sqrt{2}-1}\quad \mbox{ (lokal maximipunkt)}} \right. \qquad\qquad\qquad \mbox{e)}\quad \left\{ \eqalign{ x&=-3\qquad \mbox{ (lokal minimipunkt) } \\ x&=-2\qquad \mbox{ (lokal maximipunkt) } \\ x&=1\qquad \mbox{ (lokal minimipunkt) } \\ x&=3\qquad \mbox{ (lokal maximipunkt) } }\right. $</td>
	</tr>		</tr>
	</table><br><br>		</table><br><br>

KTH.SE:u1zpa8nw den 18 juli 2007 kl. 11.35

2007-07-18T11:35:48Z

← Äldre version		Versionen från 18 juli 2007 kl. 11.35
Rad 152:		Rad 152:
	<td class="ntext" width="100%">a) $\; x=0\,$ (lokal maximipunkt)$\qquad\qquad\quad$ b) $\; x=-\frac{1}{3}\ln\frac{5}{3}\,\qquad\qquad\quad$ c) $\; x=1/e\,$ (lokal minimipunkt)</td>		<td class="ntext" width="100%">a) $\; x=0\,$ (lokal maximipunkt)$\qquad\qquad\quad$ b) $\; x=-\frac{1}{3}\ln\frac{5}{3}\,\qquad\qquad\quad$ c) $\; x=1/e\,$ (lokal minimipunkt)</td>
	<tr align="left" valign="top">		<tr align="left" valign="top">
-	<td class="ntext">$\mbox{d)}\quad\left\{ \eqalign{ x&=-\sqrt{\sqrt{2}-1}\quad \mbox{ (lokal maximipunkt)} \\ x&=0\qquad\qquad\quad \mbox{ (lokal minimipunkt) } \\ x&=\sqrt{\sqrt{2}-1}\quad \mbox{ (lokal maximipunkt)}} \right. \qquad\qquad\qquad \mbox{e)}\quad \left\{ \equalign{ x&=-3\qquad \mbox{ (lokal minimipunkt) } \\ x&=-2\qquad \mbox{ (lokal maximipunkt) } \\ x&=1\qquad \mbox{ (lokal minimipunkt) } \\ x¤=3\qquad \mbox{ (lokal maximipunkt) } }\right. $</td>	+	<td class="ntext">$\mbox{d)}\quad\left\{ \eqalign{ x&=-\sqrt{\sqrt{2}-1}\quad \mbox{ (lokal maximipunkt)} \\ x&=0\qquad\qquad\quad \mbox{ (lokal minimipunkt) } \\ x&=\sqrt{\sqrt{2}-1}\quad \mbox{ (lokal maximipunkt)}} \right. \qquad\qquad\qquad \mbox{e)}\quad \left\{ \eqalign{ x&=-3\qquad \mbox{ (lokal minimipunkt) } \\ x&=-2\qquad \mbox{ (lokal maximipunkt) } \\ x&=1\qquad \mbox{ (lokal minimipunkt) } \\ x¤=3\qquad \mbox{ (lokal maximipunkt) } }\right. $</td>
	</tr>		</tr>
	</table><br><br>		</table><br><br>

KTH.SE:u1zpa8nw den 18 juli 2007 kl. 11.35

2007-07-18T11:35:23Z

← Äldre version		Versionen från 18 juli 2007 kl. 11.35
Rad 152:		Rad 152:
	<td class="ntext" width="100%">a) $\; x=0\,$ (lokal maximipunkt)$\qquad\qquad\quad$ b) $\; x=-\frac{1}{3}\ln\frac{5}{3}\,\qquad\qquad\quad$ c) $\; x=1/e\,$ (lokal minimipunkt)</td>		<td class="ntext" width="100%">a) $\; x=0\,$ (lokal maximipunkt)$\qquad\qquad\quad$ b) $\; x=-\frac{1}{3}\ln\frac{5}{3}\,\qquad\qquad\quad$ c) $\; x=1/e\,$ (lokal minimipunkt)</td>
	<tr align="left" valign="top">		<tr align="left" valign="top">
-	<td class="ntext">$\mbox{d)}\quad\begin{matrix} x=-\sqrt{\sqrt{2}-1}\quad \mbox{ (lokal maximipunkt)} \\ x=0\qquad\qquad\quad \mbox{ (lokal minimipunkt) } \\ x=\sqrt{\sqrt{2}-1}\quad \mbox{ (lokal maximipunkt)} \end{matrix} \qquad\qquad\qquad \mbox{e)}\quad \begin{matrix} x=-3\qquad \mbox{ (lokal minimipunkt) } \\ x=-2\qquad \mbox{ (lokal maximipunkt) } \\ x=1\qquad \mbox{ (lokal minimipunkt) } \\ x=3\qquad \mbox{ (lokal maximipunkt) } \end{matrix} $</td>	+	<td class="ntext">$\mbox{d)}\quad\left\{ \eqalign{ x&=-\sqrt{\sqrt{2}-1}\quad \mbox{ (lokal maximipunkt)} \\ x&=0\qquad\qquad\quad \mbox{ (lokal minimipunkt) } \\ x&=\sqrt{\sqrt{2}-1}\quad \mbox{ (lokal maximipunkt)}} \right. \qquad\qquad\qquad \mbox{e)}\quad \left\{ \equalign{ x&=-3\qquad \mbox{ (lokal minimipunkt) } \\ x&=-2\qquad \mbox{ (lokal maximipunkt) } \\ x&=1\qquad \mbox{ (lokal minimipunkt) } \\ x¤=3\qquad \mbox{ (lokal maximipunkt) } }\right. $</td>
	</tr>		</tr>
	</table><br><br>		</table><br><br>

KTH.SE:u1zpa8nw den 18 juli 2007 kl. 11.23

2007-07-18T11:23:04Z

← Äldre version		Versionen från 18 juli 2007 kl. 11.23
Rad 154:		Rad 154:
	<td class="ntext">$\mbox{d)}\quad\begin{matrix} x=-\sqrt{\sqrt{2}-1}\quad \mbox{ (lokal maximipunkt)} \\ x=0\qquad\qquad\quad \mbox{ (lokal minimipunkt) } \\ x=\sqrt{\sqrt{2}-1}\quad \mbox{ (lokal maximipunkt)} \end{matrix} \qquad\qquad\qquad \mbox{e)}\quad \begin{matrix} x=-3\qquad \mbox{ (lokal minimipunkt) } \\ x=-2\qquad \mbox{ (lokal maximipunkt) } \\ x=1\qquad \mbox{ (lokal minimipunkt) } \\ x=3\qquad \mbox{ (lokal maximipunkt) } \end{matrix} $</td>		<td class="ntext">$\mbox{d)}\quad\begin{matrix} x=-\sqrt{\sqrt{2}-1}\quad \mbox{ (lokal maximipunkt)} \\ x=0\qquad\qquad\quad \mbox{ (lokal minimipunkt) } \\ x=\sqrt{\sqrt{2}-1}\quad \mbox{ (lokal maximipunkt)} \end{matrix} \qquad\qquad\qquad \mbox{e)}\quad \begin{matrix} x=-3\qquad \mbox{ (lokal minimipunkt) } \\ x=-2\qquad \mbox{ (lokal maximipunkt) } \\ x=1\qquad \mbox{ (lokal minimipunkt) } \\ x=3\qquad \mbox{ (lokal maximipunkt) } \end{matrix} $</td>
	</tr>		</tr>
-	</table>	+	</table><br><br>

	'''Svar 1.3:4'''		'''Svar 1.3:4'''

KTH.SE:u1zpa8nw den 18 juli 2007 kl. 11.20

2007-07-18T11:20:16Z

← Äldre version		Versionen från 18 juli 2007 kl. 11.20
Rad 26:		Rad 26:
	</table>		</table>

-	'''Svar 1.1:3'''	+	'''Svar 1.1:3'''<br>
-	<table width="100%" cellspacing="10px">	+	$14{,}0\,$ m/s
-	<tr align="left">	+
-	<td class="ntext" width="100%">$14{,}0\,$ m/s</td>	+
-	</tr>	+
-	</table>	+

	'''Svar 1.1:4'''		'''Svar 1.1:4'''
Rad 377:		Rad 373:
	</table>		</table>

-	'''Svar 3.1:3'''	+	'''Svar 3.1:3'''<br>
	$a=-6$		$a=-6$

KTH.SE:u1zpa8nw den 18 juli 2007 kl. 11.19

2007-07-18T11:19:24Z

← Äldre version		Versionen från 18 juli 2007 kl. 11.19
Rad 431:		Rad 431:
	</table>		</table>

-	'''Svar 3.2:3'''	+	'''Svar 3.2:3'''<br>
	$2+4i$		$2+4i$

Rad 438:		Rad 438:
	<tr align="left">		<tr align="left">
	<td class="ntext">a)</td>		<td class="ntext">a)</td>
-	<td class="ntext" width="50%">$5$</td>	+	<td class="ntext" width="25%">$5$</td>
	<td class="ntext">b)</td>		<td class="ntext">b)</td>
-	<td class="ntext" width="50%">$\sqrt{53}$</td>	+	<td class="ntext" width="25%">$\sqrt{53}$</td>
-	</tr>	+
-	<tr align="left">	+
	<td class="ntext">c)</td>		<td class="ntext">c)</td>
-	<td class="ntext" width="50%">$5\sqrt{13}$</td>	+	<td class="ntext" width="25%">$5\sqrt{13}$</td>
	<td class="ntext">d)</td>		<td class="ntext">d)</td>
-	<td class="ntext" width="50%">$\displaystyle\frac{5}{\sqrt{13}}$</td>	+	<td class="ntext" width="25%">$\displaystyle\frac{5}{\sqrt{13}}$</td>
	</tr>		</tr>
	</table>		</table>
Rad 454:		Rad 452:
	<tr align="left">		<tr align="left">
	<td class="ntext">a)</td>		<td class="ntext">a)</td>
-	<td class="ntext" width="50%">$\pi$</td>	+	<td class="ntext" width="25%">$\pi$</td>
	<td class="ntext">b)</td>		<td class="ntext">b)</td>
-	<td class="ntext" width="50%">$\displaystyle\frac{3\pi}{4}$</td>	+	<td class="ntext" width="25%">$\displaystyle\frac{3\pi}{4}$</td>
-	</tr>	+
-	<tr align="left">	+
	<td class="ntext">c)</td>		<td class="ntext">c)</td>
-	<td class="ntext" width="50%">$-\displaystyle\frac{\pi}{12}\,$ eller $\,\displaystyle\frac{23}{12}\pi$</td>	+	<td class="ntext" width="25%">$-\displaystyle\frac{\pi}{12}\,$ eller $\,\displaystyle\frac{23}{12}\pi$</td>
	<td class="ntext">d)</td>		<td class="ntext">d)</td>
-	<td class="ntext" width="50%">$\displaystyle\frac{\pi}{4}$</td>	+	<td class="ntext" width="25%">$\displaystyle\frac{\pi}{4}$</td>
	</tr>		</tr>
	</table>		</table>