Svar 2.2:7

FörberedandeFysik

(Skillnad mellan versioner)
Hoppa till: navigering, sök
(Ny sida: '''F'''<math>=Fe_F=120N\frac{(2,5)m-(0,3)m}{\sqrt{(2-0)^2+(5-3)^2}m}=120\frac{(2,2)}{\sqrt{8}}N=120\frac{(1,1)}{\sqrt{2}}N </math>)
Nuvarande version (20 december 2017 kl. 10.50) (redigera) (ogör)
 
Rad 1: Rad 1:
-
'''F'''<math>=Fe_F=120N\frac{(2,5)m-(0,3)m}{\sqrt{(2-0)^2+(5-3)^2}m}=120\frac{(2,2)}{\sqrt{8}}N=120\frac{(1,1)}{\sqrt{2}}N </math>
+
<math> \mathbf{F} = F\mathbf{e}_F = 120\, \textrm{N}\,\ \frac{(2,5)\,\textrm{m}-(0,3)\,\textrm{m}}{\sqrt{(2-0)^2+(5-3)^2}\,\textrm{m}} = 120\frac{(2,2)}{\sqrt{8}}\,\textrm{N} = 120\frac{(1,1)}{\sqrt{2}}\, \textrm{N} </math>

Nuvarande version

\displaystyle \mathbf{F} = F\mathbf{e}_F = 120\, \textrm{N}\,\ \frac{(2,5)\,\textrm{m}-(0,3)\,\textrm{m}}{\sqrt{(2-0)^2+(5-3)^2}\,\textrm{m}} = 120\frac{(2,2)}{\sqrt{8}}\,\textrm{N} = 120\frac{(1,1)}{\sqrt{2}}\, \textrm{N}