Identify this device <img 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'/>
SILICON DIODE
LIGHT EMITTING DIODE
CAPACITOR
RESISTOR
ANSWER: 2

What is the best material for the switch(golden colour part) <img 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'/>
WOOD
PLASTIC
COPPER
GLASS
ANSWER: 3

In this circuit, what is R? <img src='data:image/png;base64,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'/>
RELAY
CAPACITOR
ROAD
RESISTOR
ANSWER: 4

What is the output voltage? <img src='data:image/png;base64,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'/>
5 Volts
1 Volt
2.5 Volts
0 Volts
ANSWER: 3