Kamis, 27 Oktober 2016

CARA MENGHITUNG KUAT ARUS MENGGUNAKAN EWB

Cara menghitung Kuat Arus menggunakan EWB

  

Di bawah ini adalah langkah-langkah menghitung kuat arus dengan EWB :

1.  Buka electronics workbench
2.  Lalu pilih sours pilih batterai
3.   Lalu pilih Basic pilih resistor 
4.  setelah itu pilih Indicators pilih bulb lalu ammeter 

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data:image/png;base64,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



Apabila menghitung manual lebih sulit dengan menggunakan rumus di bawah ini :
Rumus :

I = V / R
V = I x R
R = V / I

satuan I = Ampere (A) 
satuan V = Volt
satuan R = ohm 
jika susunan pararel mencari R menngunakan seper
jika sususnan seri mencari R tinggal di tambah santuannya ohm. 

 
Hukum Ohm

Besar arus listrik (I) yang mengalir melalui sebuah penghantar atau Konduktor akan berbanding lurus dengan beda potensial / tegangan (V) yang diterapkan kepadanya dan berbanding terbalik dengan hambatannya (R)”.


Demikian langkah-langkah menghitung kuat arus dengan EWB dan pengertian hukum ohm ..
.. 


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