An LED is rated at \(2.3V\) and draws a current of \(32mA\), but it needs to be operated from a \(12V\) supply.
What is the voltage (potential difference) across the series resistor R?
\[2.3V\]
\[12.0V\]
\[9.7V\]
Calculate the value of resistance \(R\) which must be connected in series to ensure the LED operates at its rating.
\[303 \Omega\]
\[71.9 \Omega\]
\[0.303\Omega\]
Calculate the power rating of the LED when operating normally.
\[73.6mW\]
\[310mW\]
\[73.6W\]
A voltage divider is set up to monitor temperature as shown.
Calculate the potential difference across the \(52k\Omega\) resistor.
\[2.39V\]
\[3.63V\]
\[4.61 V\]
The temperature rises and the resistance of the thermistor decreases to \(1.9k\Omega\).
Calculate the output voltage measured by the voltmeter at this new temperature.
\[0.247V\]
\[0.255V\]
\[6.75V\]
What is the total resistance of the network below?
\[32.1\Omega\]
\[40.0\Omega\]
\[68.0\Omega\]
The network below is connected to a \(15V\) supply. Calculate the current in the \(24\Omega\) resistor?
\[0.625A\]
\[0.938A\]
\[0.312A\]
\[3 \Omega\]
\[16\Omega\]
\[72\Omega\]
A potential divider is set up with resistances as shown.
Calculate the potential across the \(670k \Omega\) resistor.
\[6.89V\]
\[9.67\]
\[17.1V\]
A voltmeter of resistance \(960k \Omega\) is connected across the \(670k \Omega\) resistor.
Calculate the measured potential difference across the \(670k \Omega\) resistor taking account of the resistance of the voltmeter.
\[5.27 V\]
\[14.3 V\]