A particle with a mass of 1.5g and an electric charge is suspended by a string. The particles are E in a uniform electric field whose magnitude is E = 5000 100 m N/C (see figure). Determine the magnitude and type of charge of the particle.

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A: ASSUMPTIONS MADE IN DERIVING THE PROOF:SOLUTION:

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Q: For the following three vectors, what is 3 C (3A x B A = 3.00î + 4.00 – 3.00k B=-4.00î + 3.0oj +…

A: A→ = 3i^ + 4j^ - 3k^B→ = -4i^ + 3j^ + 2k^C→ = 6i^ - 7j^3.C→ = 3.(6i^ - 7j^)= 18i^ - 21j^

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Q: Could you shrink the solution please. I cannot see all of the steps. Thank

A: Length, L = 45 cm  Mass, m = 350 g  Angle θ = 4.5° Damping constant (b) = 0.010 kg/s Time, t = 25…

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Q: Given M = 31 +4ĵ - 5k and N = 61 - 4 ĵ - 4k, calculate the vector product M x Ñ. K Î + ĵ+

A: −36i+(−18)j+(−36)kExplanation:For any query with the solution, please ask in the comment box.

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Q: Hi there, looks like c is incorrect because wouldn't you use the 1/2 gt2

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