A potential difference of 300 V is applied to a series connection of two capacitors of capacitances C1 = 2.00 F and C2 = 8.00 μ F. What are (a) charge q 1 and (b) potential difference V 1 on capacitor 1 and (c) q 2 and (d) V 2 on capacitor 2? The charged capacitors are then disconnected from each other and from the battery. Then the capacitors are reconnected with plates of the same signs wired together (the battery is not used). What now are (e) q 1 , (f) V 1 , (g) q 2 , and (h) V 2 ? Suppose, instead , the capacitors charged in part (a) are reconnected with plates of opposite signs wired together.What noware (i) q 1 ,(j) V 1 ,(k) q 2 , and (I) V 2 ?
A potential difference of 300 V is applied to a series connection of two capacitors of capacitances C1 = 2.00 F and C2 = 8.00 μ F. What are (a) charge q 1 and (b) potential difference V 1 on capacitor 1 and (c) q 2 and (d) V 2 on capacitor 2? The charged capacitors are then disconnected from each other and from the battery. Then the capacitors are reconnected with plates of the same signs wired together (the battery is not used). What now are (e) q 1 , (f) V 1 , (g) q 2 , and (h) V 2 ? Suppose, instead , the capacitors charged in part (a) are reconnected with plates of opposite signs wired together.What noware (i) q 1 ,(j) V 1 ,(k) q 2 , and (I) V 2 ?
A potential difference of 300 V is applied to a series connection of two capacitors of capacitances C1 = 2.00 F and C2 = 8.00μF. What are (a) charge q1 and (b) potential difference V1 on capacitor 1 and (c) q2 and (d) V2 on capacitor 2? The charged capacitors are then disconnected from each other and from the battery. Then the capacitors are reconnected with plates of the same signs wired together (the battery is not used). What now are (e) q1, (f) V1, (g) q2, and (h) V2? Suppose, instead, the capacitors charged in part (a) are reconnected with plates of opposite signs wired together.What noware (i) q1,(j) V1,(k) q2, and (I) V2?
PLEASE help with the experimental setup for this theory because i am so confused.
Part 2 - Geometry and Trigonometry
1. Line B touches the circle at a single point. Line A extends radially through the center of
the circle.
A
B
(a) Which line is tangential to the circumference of the circle?
(b) What is the angle between lines A and B.
2. In the figure below what is the angle C?
30
45
3. In the figure below what is the value of the angle 0?
30°
4. In the figure below what is the value of the angle 0?
A
30°
Campbell Essential Biology with Physiology (5th Edition)
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How To Solve Any Circuit Problem With Capacitors In Series and Parallel Combinations - Physics; Author: The Organic Chemistry Tutor;https://www.youtube.com/watch?v=a-gPuw6JsxQ;License: Standard YouTube License, CC-BY