Two pellets, each with a charge of 1 microcoulomb(10 -6 C) are located 3 cm apar
ID: 1726031 • Letter: T
Question
Two pellets, each with a charge of 1 microcoulomb(10-6 C) are located 3 cm apart. Calculate: (i) The electric force between them q1 and q2 are both equal to 1 x 10-6 C distance (d) = 0.03 m R = 9 x 109 F = R (q1 x q2) / d2 = 9 x 109 x 10-12 / 9 x 10-4= 10 N (ii) The mass of an object that experiences this same force inthe Earth's gravitational field F = mg = F / g = mass = 10 N / 9.8 m/s = 1.02 kg I am currently revising my studies for end of year exams.Could you please advise if I am on the right track with my answers,or provide the solution if I am wrong. I noticed in the textbookhelp section that the answer to question (ii) is quite different tomy answer. I couldn't make any sense of the answer provided in thetextbook help section. Any help would be much appreciated. Regards Tony Two pellets, each with a charge of 1 microcoulomb(10-6 C) are located 3 cm apart. Calculate: (i) The electric force between them q1 and q2 are both equal to 1 x 10-6 C distance (d) = 0.03 m R = 9 x 109 F = R (q1 x q2) / d2 = 9 x 109 x 10-12 / 9 x 10-4= 10 N (ii) The mass of an object that experiences this same force inthe Earth's gravitational field F = mg = F / g = mass = 10 N / 9.8 m/s = 1.02 kg I am currently revising my studies for end of year exams.Could you please advise if I am on the right track with my answers,or provide the solution if I am wrong. I noticed in the textbookhelp section that the answer to question (ii) is quite different tomy answer. I couldn't make any sense of the answer provided in thetextbook help section. Any help would be much appreciated. Regards TonyExplanation / Answer
Given : . q1 = 1 * 10-6 C ; q2 = 1 * 10-6 C ; seperation (d) = 3 *10-2 m . Force of attraction or repulsion is : . F = k q1 q2 /d2 . = ( 9 * 109 *10-6 * 10-6 ) / ( 3 *10-2)2 . = 10 N . (b) Gravitational force is equal to electrostaticforce : . Hence . Fg = F . mg = 10 N . ==> m = 10 / g = 10 / 9.8m/s2 = 1.020 kg . U r approch is correct. . Hope this helps u!Related Questions
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