![](data:image/png;base64,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)
Elektrische kookplaat
met schakelaar
Deze kookplaat wordt bediend door middel van een
schakelaar met zes standen (fig. 4), zodat:
Stand 6: Maximale warmte.
Stand 1: Minimale warmte.
Suggesties:
Stand 1 en 2: verwarmen.
Stand 3 en 4: sterk verwarmen en koken.
Stand 5 en 6: frituren.
1
2
3
4
5
6
fig. 4
94