The following sequence of problems guides you through the calculation of the total electrie field at a target point in space when there are two source partieles. We'll stick to two dimensions (get rid of the z-axis) just to reduce some of the arithmetic. The source partieles are both located on the z-axis with source I at z = 5 em and source 2 at zz = -5 cm. Source I has charge -5 uC while source 2's charge is 3 uC. 2. First, caleulate the electric field vector due to source I at the target location. (5, 6) em.
The following sequence of problems guides you through the calculation of the total electrie field at a target point in space when there are two source partieles. We'll stick to two dimensions (get rid of the z-axis) just to reduce some of the arithmetic. The source partieles are both located on the z-axis with source I at z = 5 em and source 2 at zz = -5 cm. Source I has charge -5 uC while source 2's charge is 3 uC. 2. First, caleulate the electric field vector due to source I at the target location. (5, 6) em.
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![The following sequence of problems guides you through the calculation of the total electric field at a target point in space when there are two source particles. We'll stick to two dimensions (get rid of the z-axis) just to reduce some of the arithmetic.
The source particles are both located on the x-axis with source 1 at x₁ = 5 cm and source 2 at x₂ = -5 cm. Source 1 has charge -5 µC while source 2's charge is 3 µC.
2. First, calculate the electric field vector due to source 1 at the target location, (5, 6) cm.
[Enter your answer with the following format: X*i + Y*j, where you substitute the numerical values of the components along the x and y directions in place of the "X" and "Y" in the expression. The letters i and j represent the unit vectors along different directions. Use the asterisk to denote multiplication. Make sure to convert your units to standard MKS base units and use two-decimal precision. Denote powers of ten with engineering notation, for example 1.23 x 10^-18 should be expressed as '1.23E-45'.]
Particle 1 electric field vector = __________
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Transcribed Image Text:The following sequence of problems guides you through the calculation of the total electric field at a target point in space when there are two source particles. We'll stick to two dimensions (get rid of the z-axis) just to reduce some of the arithmetic.
The source particles are both located on the x-axis with source 1 at x₁ = 5 cm and source 2 at x₂ = -5 cm. Source 1 has charge -5 µC while source 2's charge is 3 µC.
2. First, calculate the electric field vector due to source 1 at the target location, (5, 6) cm.
[Enter your answer with the following format: X*i + Y*j, where you substitute the numerical values of the components along the x and y directions in place of the "X" and "Y" in the expression. The letters i and j represent the unit vectors along different directions. Use the asterisk to denote multiplication. Make sure to convert your units to standard MKS base units and use two-decimal precision. Denote powers of ten with engineering notation, for example 1.23 x 10^-18 should be expressed as '1.23E-45'.]
Particle 1 electric field vector = __________
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