what are the answers and why? The circuit consists of two identical light bulbs burning with...

Question

Question

what are the answers and why?

Answer 1

Answer #1

I S Buly A B is skoted Lafen Ce つ。 2- Itall of hnteng) hDhen.n seneb, (afawtyle.ne入8g reunuas Butteries in (b) hone as long as uttoies n option A)

Answer 2

Similar Homework Help Questions

Choose the correct answer. Please explain your answers thank you The three light bulbs in the...

Choose the correct answer. Please explain your answers thank you The three light bulbs in the circuit all have the same resistance. Given that brightness is proportional to power dissipated, the brightness of bulbs B and C together, compared with the brightness of bulb A, is Twice as much, the same, half as much? The light bulbs in the circuit are identical. When the switch is closed, 12 V 12 VF Both lamps go out The intensity of light bulb...
Question 3: The circuit below consists of 3 identical bulbs. Initially, the switch is closed and...

Question 3: The circuit below consists of 3 identical bulbs. Initially, the switch is closed and all the bulbs are the same brightness. What will happen to the brightness of bulb A if the switch is opened? Justify your answer switch А B C
A simple series circuit consists of three identical bulbs, a battery, and a wire with a...

A simple series circuit consists of three identical bulbs, a battery, and a wire with a switch as shown in the diagram. When the switch is open, all three bulbs glow with the same brightness. Then the switch is closed. When the switch is closed, the brightness of bulb A (increased, decreased, remained the same), and the current through the battery (increased, decreased, remained the same). Pick the right answer and explain your reasons. Switch

4. Consider the identical light bulbs (e) in the circuit to the right. Circuits 1, 2,...

4. Consider the identical light bulbs (e) in the circuit to the right. Circuits 1, 2, 3, 4 are series circuits". I? 2 Circuits 5, 6, and 8 are "parallel circuits". 4 Some circuits have one battery, others have two batteries. 6 Now close the switch. Using the "brightness" of the bulb in the simple circuit 1 as the standard for normal" brightness, answer the following questions by specifying the circuit(s) number(s) 5 7 (a) Which circuits had bulbs that...
Consider a circuit containing five identical light bulbs and an ideal battery. Assume that the resistance...

Consider a circuit containing five identical light bulbs and an ideal battery. Assume that the resistance of each light bulb remains constant. Rank the bulbs (A through E) based on their brightness.
Consider a circuit containing five identical light bulbs and an ideal battery

A. Consider a circuit containing five identical light bulbs and an ideal battery. Assume that the resistance of each light bulb remains constant. Rank the bulbs (A through E) based on their brightness.Rank from brightest to dimmest. To rank items as equivalent, overlap them.B. What happens to bulb C?It gets dimmer.It gets brighter.There is no change.

Please explain your reasoning. Bulb 1 2. A circuit consisting of 5 identical light bulbs, a...

Please explain your reasoning. Bulb 1 2. A circuit consisting of 5 identical light bulbs, a battery and a switch is shown. When the switch, S, is closed, what can we say about the brightness of the bulbs? Bulb 2 Switch Bulb 3 a. Bulb 4 goes out b. Bulb 3 gets dimmer c. Bulb 1 is brighter than bulb 3 d. Bulb 4 is brighter than bulb 5 e Bulb 1 gets brighter Bulb 5 Bulb 4
Consider a circuit containing five identical light bulbs and an ideal battery. Assume that the resistance...

Consider a circuit containing five identical light bulbs and an ideal battery. Assume that the resistance of each light bulb remains constant. Rank the bulbs (A through E) based on their brightness. Rank from brightest to dimmest. To rank items as equivalent, overlap them.
Part A Consider a circuit containing five identical light bulbs and an ideal battery. Assume that...

Part A Consider a circuit containing five identical light bulbs and an ideal battery. Assume that the resistance of each light bulb remains constant. Rank the bulbs (A through E) based on their brightness. Rank from brightest to dimmest. To rank items as equivalent, overlap them.