Consider the final arrangement of charged particles shown in the figure below. What is the work necessary to build such an arrangement of particles, assuming they were originally very far from one another? (Let q₁ = 9.5 nC, 92 = 4.5 nC and 93 = -20.0 nC.) J (-12.0 cm, 0) 91 (-12.0 cm, -12.0 cm) 93 (12.0 cm, 0) 92 x
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Q: alculate the electric potential energy of the group of clow. -4.0 nC 4.0 cm 3.0 cm 3.0 nC
A: Let the given three charges areq1 = 3 n Cq2 = -4 n Cq3 = 3 n C
Q: = +20 μC g -40 μC Β 30 mm 40 mm *43 = +20 µC P
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A: Charge q = -77.8=-77.8 =55.2The electric field E = 9.82 N/C
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- The figure below shows a small, charged sphere, with a charge of q = +38.0 nC, that moves a distance of d = 0.171 m from point Ato point B in the presence of a uniform electric field E of magnitude 280 N/C, pointing right. (a) What is the magnitude (in N) and direction of the electric force on the sphere? magnitude n? (b) What is the work (in J) done on the sphere by the electric force as it moves from A to B? J?? (C) What is the change of the electric potential energy (in J) as the sphere moves from A to B? (The system consists of the sphere and all its surroundings.) PEB − PEA = ? J (D)What is the potential difference (in V) between A and B? VB − VA = ? VConsider the final arrangement of charged particles shown in the figure below. What is the work necessary to build such an arrangement of particles, assuming they were originally very far from one another? (Let 9₁ = 9.5 nC, 92 = 2.0 nC and 93-19.0 nC.) J (-12.0 cm, 0) 91 (-12.0 cm, -12.0 cm) 93 (12.0 cm, 0) 92 XThe figure below shows a small, charged sphere, with a charge of q = +41.0 nC, that moves a distance of d = 0.177 m from point A to point B in the presence of a uniform electric field E of magnitude 265 N/C, pointing right. (a) What is the magnitude (in N) and direction of the electric force on the sphere? (b) What is the work (in J) done on the sphere by the electric force as it moves from A to B? (c) What is the change of the electric potential energy (in J) as the sphere moves from A to B? (The system consists of the sphere and all its surroundings.) (d) What is the potential difference (in V) between A and B?
- Two charges Q₁ = 6.2μC and Q2 = 5.9μC are placed on the two corners of a rectangle with the sides a = 6.9mm and b = 14.3mm as shown in the figure below. How much work is required to 5.3mm away from = bring a thir charge Q3 = 5.1μC from infinity to point P that is a distance c Q₁? Please take k J or N.m. Q₁ a - 9.0 x 10°N. m²/C² and express your answer using one decimal place in units of b P Q2 0.2Consider the final arrangement of charged particles shown in the figure below. What is the work necessary to build such an arrangement of particles, assuming they were originally very far from one another? (Let 91 = 6.5 nC, 92 = 2.5 nC and 93 = -15.5 nC.) J (-12.0 cm, 0) 91 (-12.0 cm, -12.0 cm) 93 (12.0 cm, 0) 92 XDo fast and get like
- Consider the final arrangement of charged particles shown in the figure below. What is the work necessary to build such an arrangement of particles, assuming they were originally very far from one another? (Let q1 = 7.5 nC, q2 = 3.0 nC and q3 = −19.5 nC.)Three point-like charges are placed at the corners of a rectangle as shown in the figure, a = 18.0 cm and b = 50.0 cm. Find the minimum amount of work required by an external force to move the charge q2 to infinity. Let q1 = −2.90 μC, q2= +3.00 μC, q3= −4.90 μC.Two charges Q1 = 2, 3μC and Q₂ = 5, 1μC are placed on the two corners of a right triangle with the sides a = 7,5mm and b = 13, 8mm. How much work is required to bring a third charge Q3 = 6,6μC from infinity to point P that is a distance c away from the empty corner as shown in the figure below? Please take k = 9.0 × 10°N. m²/C2 and express your answer using one decimal place in units of J or N.m. Hint: if you use similar traingles c = a²+62 Q2 Yanıt: a C Q₁ b
- We assemble a group of three charges, each of + 2.0 µC, bringing them in from infinite distance, where we set V = 0. We put the first charge at x = 0 cm, then put the second one at x = 10 cm, and last put the third one at x = 20 cm. What was the total work done by the applied force? (Hint: At each step, W_applied = + Delta(PE) = + q Delta(V), where q is the charge you're bringing in now and V is determined by the charges that are already in place.)A particle that carries a net charge of -41.8 µC is held in a constant electric field that is uniform over the entire region. The electric field vector is oriented 25.2° clockwise from the vertical axis, as shown in the figure. If the magnitude of the electric field is 7.82 N/C, how much work is done by the electric field as the particle is made to move a distance of d = 0.556 m straight up? work: What is the potential difference AV between the particle's initial and final positions? AV = J V