C. COMPUTING E-FIELDS: 1 Long & Involved Problem to Solve Given the facts presented and diagram drawn for (B), above, ... COMPUTE THE ELECTROSTATIC FIELD AT THE POINT (0,0). YOUR FINAL ANSWER MUST BE A VECTOR. YOUR FINAL ANSWER MUST THEREFORE INCLUDE (i) MAGNITUDE measured in Newtons/Coulomb AND (ii) PRECISE 2-D DIRECTION: EVERY 2-D DIRECTION INCLUDES (a) AN ACUTE ANGLE AND (b) POINTS OF THE COMPASS [Sidenote: The 'point of interest', in often known as 'the field point']. case (0,0), is also

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Just part C please! Show all steps! Thanks
B) E-FIELDS FROMPOINTCHARGES: 1 DIAGRAM TO DRAW.
Two point-charges of differing magnitudes are held stationary in an
enormously spacious x-y plane.
NORT(
ta
FAST
ESTM
SOUrr:
The strengths and locations of the charges are organized into a table, below.
A researcher places an instrument called a 'field detector' at the point (0,0).
The detector is designed to measure electrostatic field magnitudes and directions.
Name Charge|x-Coordinate|y-Coordinate
4
3
Q1
Q2
-2
10
Location of Interest: (0,0)
Note: All coordinates are measured and given in meters;
the (very very large) charge magnitudes
are given in Coulombs.
Also Note: The Coulomb constant for electrostatic interaction
can be very reasonably approximated by this value:
K. = 9 x 10°
Draw a neat and clear sketch of the situation, as you understand it.
Your sketch must express a clear decision as to which direction will
be designated positive and which direction will be negative (I
Page 3 of 4
C. COMPUTING E-FIELDS: 1 Long & Involved Problem to Solve
Given the facts presented and diagram drawn for (B),
above, ..
COMPUTE THE ELECTROSTATIC FIELD
AT THE POINT (0,0).
YOUR FINAL ANSWER MUST BE A VECTOR.
YOUR FINAL ANSWER MUST THEREFORE INCLUDE (i)
MAGNITUDE measured in Newtons/Coulomb AND (i)
PRECISE 2-D DIRECTION:
EVERY 2-D DIRECTION INCLUDES (a) AN ACUTE
ANGLE AND (b) POINTS OF THE COMPASS
[Sidenote: The 'point of interest', in this case (0,0), is also
often known as 'the field point].
Transcribed Image Text:B) E-FIELDS FROMPOINTCHARGES: 1 DIAGRAM TO DRAW. Two point-charges of differing magnitudes are held stationary in an enormously spacious x-y plane. NORT( ta FAST ESTM SOUrr: The strengths and locations of the charges are organized into a table, below. A researcher places an instrument called a 'field detector' at the point (0,0). The detector is designed to measure electrostatic field magnitudes and directions. Name Charge|x-Coordinate|y-Coordinate 4 3 Q1 Q2 -2 10 Location of Interest: (0,0) Note: All coordinates are measured and given in meters; the (very very large) charge magnitudes are given in Coulombs. Also Note: The Coulomb constant for electrostatic interaction can be very reasonably approximated by this value: K. = 9 x 10° Draw a neat and clear sketch of the situation, as you understand it. Your sketch must express a clear decision as to which direction will be designated positive and which direction will be negative (I Page 3 of 4 C. COMPUTING E-FIELDS: 1 Long & Involved Problem to Solve Given the facts presented and diagram drawn for (B), above, .. COMPUTE THE ELECTROSTATIC FIELD AT THE POINT (0,0). YOUR FINAL ANSWER MUST BE A VECTOR. YOUR FINAL ANSWER MUST THEREFORE INCLUDE (i) MAGNITUDE measured in Newtons/Coulomb AND (i) PRECISE 2-D DIRECTION: EVERY 2-D DIRECTION INCLUDES (a) AN ACUTE ANGLE AND (b) POINTS OF THE COMPASS [Sidenote: The 'point of interest', in this case (0,0), is also often known as 'the field point].
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