1.4 Lösning 6c - Versionshistorik

Taifun den 2 augusti 2014 kl. 21.45

2014-08-02T21:45:32Z

Taifun den 2 augusti 2014 kl. 21.43

2014-08-02T21:43:33Z

Taifun den 2 augusti 2014 kl. 21.39

2014-08-02T21:39:41Z

Taifun den 5 mars 2011 kl. 14.43

2011-03-05T14:43:33Z

Taifun den 5 mars 2011 kl. 14.42

2011-03-05T14:42:09Z

Taifun den 5 mars 2011 kl. 14.41

2011-03-05T14:41:50Z

Taifun: Created page with " $\left({2\,a - 4 \over a^2}\right)\, \Bigg / \,\left({a^2 - 4 \over a^4}\right) \; = \; \left({2\,a - 4 \over a^2}\right)\, \cdot \,\left({a^4 \over a^2 - 4}\right) \; = \..."$

2011-03-05T14:32:59Z

Created page with "<math> \left({2\,a - 4 \over a^2}\right)\, \Bigg / \,\left({a^2 - 4 \over a^4}\right) \; = \; \left({2\,a - 4 \over a^2}\right)\, \cdot \,\left({a^4 \over a^2 - 4}\right) \; = \..."

Ny sida

<math> \left({2\,a - 4 \over a^2}\right)\, \Bigg / \,\left({a^2 - 4 \over a^4}\right) \; = \; \left({2\,a - 4 \over a^2}\right)\, \cdot \,\left({a^4 \over a^2 - 4}\right) \; = \; </math>

← Äldre version		Versionen från 2 augusti 2014 kl. 21.45
Rad 1:		Rad 1:
−	<big><big><math> \left({2\,a\,-\,4 \over a^2}\right)\, \Big / \,\left({a^2\,-\,4 \over a^4}\right) \, = \, \left({2\,a\,-\,4 \over a^2}\right) \cdot \left({a^4 \over a^2\,-\,4}\right) \, = \, {(2\,a\,-\,4) \cdot a^4 \over a^2 \cdot (a^2\,-\,4)} \, = </math>	+	<big><big><math> \left({2\,a\,-\,4 \over a^2}\right)\, \Big / \,\left({a^2\,-\,4 \over a^4}\right) \, = \, \left({2\,a\,-\,4 \over a^2}\right) \cdot \left({a^4 \over a^2\,-\,4}\right) \, = \, {(2\,a\,-\,4)\,\cdot\,a^4 \over a^2\,\cdot\,(a^2\,-\,4)} \, = </math>


−	<math> = \; {(2\,a\,-\,4) \cdot a^2 \over (a^2\,-\,4)} \; = \; {2\,(a\,-\,2) \cdot a^2 \over (a\,+\,2) \cdot (a\,-\,2)} \; = \; {2\,a^2 \over (a\,+\,2)} </math></big></big>	+	<math> = \; {(2\,a\,-\,4)\,\cdot\,a^2 \over (a^2\,-\,4)} \; = \; {2\,(a\,-\,2)\,\cdot\,a^2 \over (a\,+\,2)\,\cdot\,(a\,-\,2)} \; = \; {2\,a^2 \over (a\,+\,2)} </math></big></big>

← Äldre version		Versionen från 2 augusti 2014 kl. 21.43
Rad 1:		Rad 1:
−	<big><big><math> \left({2\,a - 4 \over a^2}\right)\, \Big / \,\left({a^2 - 4 \over a^4}\right) \, = \, \left({2\,a - 4 \over a^2}\right)\, \cdot \,\left({a^4 \over a^2 - 4}\right) \, = \, {(2\,a - 4) \cdot a^4 \over a^2 \cdot (a^2 - 4)} \, = </math>	+	<big><big><math> \left({2\,a\,-\,4 \over a^2}\right)\, \Big / \,\left({a^2\,-\,4 \over a^4}\right) \, = \, \left({2\,a\,-\,4 \over a^2}\right) \cdot \left({a^4 \over a^2\,-\,4}\right) \, = \, {(2\,a\,-\,4) \cdot a^4 \over a^2 \cdot (a^2\,-\,4)} \, = </math>


−	<math> = \; {(2\,a - 4) \cdot a^2 \over (a^2 - 4)} \; = \; {2\,(a - 2) \cdot a^2 \over (a + 2) \cdot (a-2)} \; = \; {2\,a^2 \over (a + 2)} </math></big></big>	+	<math> = \; {(2\,a\,-\,4) \cdot a^2 \over (a^2\,-\,4)} \; = \; {2\,(a\,-\,2) \cdot a^2 \over (a\,+\,2) \cdot (a\,-\,2)} \; = \; {2\,a^2 \over (a\,+\,2)} </math></big></big>

← Äldre version		Versionen från 2 augusti 2014 kl. 21.39
Rad 1:		Rad 1:
−	<math> \left({2\,a - 4 \over a^2}\right)\, \~~Bigg~~ / \,\left({a^2 - 4 \over a^4}\right) \, = \, \left({2\,a - 4 \over a^2}\right)\, \cdot \,\left({a^4 \over a^2 - 4}\right) \, = \, {(2\,a - 4) \cdot a^4 \over a^2 \cdot (a^2 - 4)} \, = </math>	+	<big><big><math> \left({2\,a - 4 \over a^2}\right)\, \Big / \,\left({a^2 - 4 \over a^4}\right) \, = \, \left({2\,a - 4 \over a^2}\right)\, \cdot \,\left({a^4 \over a^2 - 4}\right) \, = \, {(2\,a - 4) \cdot a^4 \over a^2 \cdot (a^2 - 4)} \, = </math>


−	<math> = \; {(2\,a - 4) \cdot a^2 \over (a^2 - 4)} \; = \; {2\,(a - 2) \cdot a^2 \over (a + 2) \cdot (a-2)} \; = \; {2\,a^2 \over (a + 2)} </math>	+	<math> = \; {(2\,a - 4) \cdot a^2 \over (a^2 - 4)} \; = \; {2\,(a - 2) \cdot a^2 \over (a + 2) \cdot (a-2)} \; = \; {2\,a^2 \over (a + 2)} </math></big></big>

← Äldre version		Versionen från 5 mars 2011 kl. 14.43
Rad 1:		Rad 1:
−	<math> \left({2\,a - 4 \over a^2}\right)\, \Bigg / \,\left({a^2 - 4 \over a^4}\right) \; = \; \left({2\,a - 4 \over a^2}\right)\, \cdot \,\left({a^4 \over a^2 - 4}\right) \; = \; {(2\,a - 4) \cdot a^4 \over a^2 \cdot (a^2 - 4)} \; = \; </math>	+	<math> \left({2\,a - 4 \over a^2}\right)\, \Bigg / \,\left({a^2 - 4 \over a^4}\right) \, = \, \left({2\,a - 4 \over a^2}\right)\, \cdot \,\left({a^4 \over a^2 - 4}\right) \, = \, {(2\,a - 4) \cdot a^4 \over a^2 \cdot (a^2 - 4)} \, = </math>


	<math> = \; {(2\,a - 4) \cdot a^2 \over (a^2 - 4)} \; = \; {2\,(a - 2) \cdot a^2 \over (a + 2) \cdot (a-2)} \; = \; {2\,a^2 \over (a + 2)} </math>		<math> = \; {(2\,a - 4) \cdot a^2 \over (a^2 - 4)} \; = \; {2\,(a - 2) \cdot a^2 \over (a + 2) \cdot (a-2)} \; = \; {2\,a^2 \over (a + 2)} </math>

← Äldre version		Versionen från 5 mars 2011 kl. 14.42
Rad 2:		Rad 2:


−	<math> = \; {(2\,a - 4) \cdot a^2 \over (a^2 - 4)} \; = \; {2\,(a - 2) \cdot a^2 \over (a + 2) \cdot (a-2)} \; = \; {2\,a^2 \over (a + 2)} ~~\; = \;~~ </math>	+	<math> = \; {(2\,a - 4) \cdot a^2 \over (a^2 - 4)} \; = \; {2\,(a - 2) \cdot a^2 \over (a + 2) \cdot (a-2)} \; = \; {2\,a^2 \over (a + 2)} </math>

← Äldre version		Versionen från 5 mars 2011 kl. 14.41
Rad 1:		Rad 1:
−	<math> \left({2\,a - 4 \over a^2}\right)\, \Bigg / \,\left({a^2 - 4 \over a^4}\right) \; = \; \left({2\,a - 4 \over a^2}\right)\, \cdot \,\left({a^4 \over a^2 - 4}\right) \; = \; </math>	+	<math> \left({2\,a - 4 \over a^2}\right)\, \Bigg / \,\left({a^2 - 4 \over a^4}\right) \; = \; \left({2\,a - 4 \over a^2}\right)\, \cdot \,\left({a^4 \over a^2 - 4}\right) \; = \; {(2\,a - 4) \cdot a^4 \over a^2 \cdot (a^2 - 4)} \; = \; </math>
		+
		+
		+	<math> = \; {(2\,a - 4) \cdot a^2 \over (a^2 - 4)} \; = \; {2\,(a - 2) \cdot a^2 \over (a + 2) \cdot (a-2)} \; = \; {2\,a^2 \over (a + 2)} \; = \; </math>