Chapter 25: Problem 4
Can the voltage across a battery's terminals be higher than the battery's rated voltage? Explain.
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Chapter 25: Problem 4
Can the voltage across a battery's terminals be higher than the battery's rated voltage? Explain.
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Three 1.5 -V batteries, with internal resistances \(0.01 \Omega, 0.1 \Omega\) and \(1 \Omega\), each have \(1-\Omega\) resistors connected across their terminals. What's the voltage between each battery's terminals, to three significant figures?
Your company is overstocked on \(50-\Omega, \frac{1}{2}-\) W resistors. Your project requires \(50-\Omega\) resistors that can be safely connected across a 12-V power source. How many of the available resistors will you need, and how will you connect them?
Can the voltage across a battery's terminals differ from the battery's rated voltage? Explain.
How many \(100-\mathrm{W}, 120-\mathrm{V}\) light bulbs can be connected in parallel before they trip a 20 - A circuit breaker?
A \(270-\Omega\) resistor is connected across a battery and a 31 -mA current flows. When the resistor is replaced with a \(120-\Omega\) resistor, the current increases to 63 -mA. Find (a) the battery's voltage and (b) its internal resistance.
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