with solutions please and follow the first picture instruction 1, A point charge of 3.0 µC is 12.0 cm away from a second point charge of -1.50 µC. Calculate the magnitude of the force on eachcharge. Answer: 2.81 N2. A point charge of 26 μC experiences an electrostatic force of magnitude 5.70 N with another point charge of -47.0 μC. How farapart are the two charges? Answer: 1.39 m3. When you add the charge of two positive point charges, the sum is 50 µC. The two charged objects are separated by a distance of2 m, and they both feel an electrostatic force of 1 N. What are the charges of each object? Ans: 11.6 µC and 38.4 µC.4. The following table shows the charge and location of two point charges in an xy-plane:q1q2charge3.0 με-4.0 μεlocation (x,y)(3.50 cm, 0.50 cm)(-2.0 cm, 1.5 cm)a. What is the magnitude and direction of the electrostatic force on q2? Ans: 35 N, 10.3 degrees South of East Please include the following in your solution:Given:Unknown:Equation/s to use:Brief sentence describing your strategy to solve the problem:Solution (box your final answer):

(1) Given: Charges q1=3 μC, q2=-1.5 μC, Distance between the charges r=12 cm=0.12 m. Required:…

1, A point charge of 3.0 μC is 12.0 cm away from a second point charge of -1.50 μC. Calculate the magnitude of the force on each charge. Answer: 2.81 N 2. A point charge of 26 μC experiences an electrostatic force of magnitude 5.70 N with another point charge of -47.0 µC. How far apart are the two charges? Answer: 1.39 m

1, A point charge of 3.0 μC is 12.0 cm away from a second point charge of -1.50 μC. Calculate the magnitude of the force on each charge. Answer: 2.81 N 2. A point charge of 26 μC experiences an electrostatic force of magnitude 5.70 N with another point charge of -47.0 µC. How far apart are the two charges? Answer: 1.39 m

Astronomy

1st Edition

ISBN:9781938168284

Author:Andrew Fraknoi; David Morrison; Sidney C. Wolff

Publisher:Andrew Fraknoi; David Morrison; Sidney C. Wolff

Chapter28: The Evolution And Distribution Of Galaxies

Section: Chapter Questions

Problem 15E: Suppose you are standing in the center of a large, densely populated city that is exactly circular,...

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