Marcin at 19:10, 10 May 2020

2020-05-10T19:10:57Z

← Older revision		Revision as of 19:10, 10 May 2020
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	= \dfrac{\text{s}^{2}}{\text{H}},		= \dfrac{\text{s}^{2}}{\text{H}},
	</math>		</math>


			{{https://en.wikipedia.org/wiki/Farad}}

Marcin: Created page with "Expressed in combinations of SI units, the farad is: : $\text{F} = \dfrac{\text{s}^4 {\cdot} \text{A}^2}{\text{m}^{2} {\cdot} \text{kg}} = \dfrac{\text{s}^2 {\cdot} \text{..."$

2020-05-10T19:09:03Z

Created page with "Expressed in combinations of SI units, the farad is: :<math>\text{F} = \dfrac{\text{s}^4 {\cdot} \text{A}^2}{\text{m}^{2} {\cdot} \text{kg}} = \dfrac{\text{s}^2 {\cdot} \text{..."

New page

Expressed in combinations of SI units, the farad is:
:<math>\text{F}
= \dfrac{\text{s}^4 {\cdot} \text{A}^2}{\text{m}^{2} {\cdot} \text{kg}}
= \dfrac{\text{s}^2 {\cdot} \text{C}^2}{\text{m}^{2} {\cdot} \text{kg}}
= \dfrac{\text{C}}{\text{V}}
= \dfrac{\text{A} {\cdot} \text{s}}{\text{V}}
= \dfrac{\text{W} {\cdot} \text{s}} {{\text{V}^2} }
= \dfrac{\text{J}}{{\text{V}^2} }
= \dfrac{\text{N} {\cdot} \text{m}} {{\text{V}^2} }
= \dfrac{\text{C}^2}{\text{J}}
= \dfrac{\text{C}^2}{\text{N} {\cdot} \text{m}}
= \dfrac{\text{s}}{\Omega}
= \dfrac{1}{\Omega {\cdot} \text{Hz}}
= \dfrac{\text{s}^{2}}{\text{H}},
</math>

Symbolic Analysis of SI Units - Revision history

Marcin at 19:10, 10 May 2020

Marcin: Created page with "Expressed in combinations of SI units, the farad is: :\text{F} = \dfrac{\text{s}^4 {\cdot} \text{A}^2}{\text{m}^{2} {\cdot} \text{kg}} = \dfrac{\text{s}^2 {\cdot} \text{..."

Marcin: Created page with "Expressed in combinations of SI units, the farad is: : $\text{F} = \dfrac{\text{s}^4 {\cdot} \text{A}^2}{\text{m}^{2} {\cdot} \text{kg}} = \dfrac{\text{s}^2 {\cdot} \text{..."$