Chapter 21: Q9CQ (page 771)
If two household lightbulbs rated 60W and 100W are connected in series to household power, which will be brighter? Explain.
Short Answer
In series to household power, W bulb will be brighter.
Chapter 21: Q9CQ (page 771)
If two household lightbulbs rated 60W and 100W are connected in series to household power, which will be brighter? Explain.
In series to household power, W bulb will be brighter.
All the tools & learning materials you need for study success - in one app.
Get started for freeReferring to Figure 21.6, (a) CalculateP3and note how it compares withfound in the first two example problems in this module. (b) Find the total power supplied by the source and compare it with the sum of the powers dissipated by the resistors.
Figure 21.55 shows how a bleeder resistor is used to discharge a capacitor after an electronic device is shut off, allowing a person to work on the electronics with less risk of shock. (a) What is the time constant? (b) How long will it take to reduce the voltage on the capacitor to (5% of 5%) of its full value once discharge begins? (c) If the capacitor is charged to a voltage V0 through a 100-Ω resistance, calculate the time it takes to rise to 0.865V0 (This is about two-time constants.)
Show that if two resistors and are combined and one is much greater than the other : (a) Their series resistance is very nearly equal to the greater resistance (b) Their parallel resistance is very nearly equal to smaller resistance .
Aammeter is placed in series with aresistor in a circuit. (a) Draw a circuit diagram of the connection. (b) Calculate the resistance of the combination. (c) If the voltage is kept the same across the combination as it was through theresistor alone, what is the percent decrease in current? (d) If the current is kept the same through the combination as it was through theresistor alone, what is the percent increase in voltage? (e) Are the changes found in parts (c) and (d) significant? Discuss.
Standard automobile batteries have six lead-acid cells in series, creating a total emf of 12.0 V. What is the emf of an individual lead-acid cell?
What do you think about this solution?
We value your feedback to improve our textbook solutions.