1) As we can see from the data given for center of plate is curve fitted by linear trendline but all the points doesn't lie on this curve but distributed in the vicinity of it .
So trend in this curve is not linear we have to use other trend like exponential or polynomial.
2)Now we can see that mostly all the data lie in linear trend so this data satisfies linear trend
V = Ax + B
So electric field is

So we get
E = 0.6231 V/cm
Distance Voltage (center) Voltage (edge) cm variable units variable units variable 1 9 9.7717 2 8.5...
Please answer questions 2 and 3 based off
my data.
Distance Voltage (center) Voltage (edge) cm variable units variable units variable 1 9 9.582 2. 8.5 8.9395 7.2586 3 7.5 7.8411 6.6504 4 6.5 6.7373 6.0478 5 5.5 5.7173 5.4465 6 4.5 4.6754 4.8511 7 3.5 3.7658 4.2657 8 2.5 2.8495 3.6102 9 1.5 1.8063 2.8947 10 0.5 0 2.1416 Voltage (center), Voltage (edge) vs Distance 10 Voltage (center) (units), Voltage (edge) (units) 0 1 2 3 4 5 6...
Chapter 23, Problem 037 A square metal plate of edge length 7.1 cm and negligible thickness has a total charge of 7.9 x 106 C. (a) Estimate the magnitude E of the electric field just off the center of the plate (at, say, a distance of 0.62 mm from the center) by assuming that the charge is spread uniformly over the two faces of the plate. (b) Estimate E at a distance of 41 m (large relative to the plate...
1. Calculate the magnetic field at distance at r=13.5 cm from
the center of the conductor 2. calculate the magnetic firld at
distance r=27cm from the center of the conductor. 3. direction of
the magnetic field at point P in the figure.
P Flag question Question 19 Not yet answered Points out of 7.00 A hollow cylindrical conductor of inner radius a = 9 cm, and outer radius b = 22.5 has a non-uniform current density J = r^2 in...
(1 point) A disk of radius 4 cm has density 14 g/cm2 at its center, density 0 at its edge, and its density is a linear function of the distance from the center. Find the mass of the disk. mass = (Include units.)
(1 point) A disk of radius 4 cm has density 14 g/cm2 at its center, density 0 at its edge, and its density is a linear function of the distance from the center. Find the mass of...
Table 1: Data for Solenoid 1. Voltage IV) Current A o 0 06 10 031 0 011 020 099 07 2.71 35 0.96 1.25 19 25 5.7 Taille 2. Data for Solenoid 2. Current(A) 2005 003 0.075 0.1 125 9.15 0.2 0225 .244 1.146 289 382 47 5.78 7.68 821 Table 3. Data for field as a function of distance from center of Solenoid (Current A Distance center of solenoid 55 ledge of 812.5 cm from deel 30.505 cm from...
Quiz 1 February 13, 2019 Name Equations: F = k 9192 k=9 X 10°N m²/C2 = 1/(4teo), 80 = 8.85 X 10-12 C/N m2 e = 1.6 X 10-1°C me =9.1 X 10-31 kg m = 1.9 X 10-27 kg PE = k9;92 APE = q AV KE = zmu? E= -6 F N kg m/s2 E N/C | | PE J kg m/s | V V. JC and a negatively 1. (2) Draw the electric field lines surrounding a...
Question 9 Please!
In a bathtub, the velocity of water near2 the drain is given by the vector field k: cm/sec (22 +1)2(22 +1)222 +1 where x, y, and z are measured in centimeters and (0, 0,0) is at the center of the drain 1. Rewriting F as follows, describe in words how the water is moving: (22 +1)2'(22 +1)2 2+1 Consider cach of the threc terms in cquation (4). (Look at some plots.) For fixed z, what is the...
Question 1 Please
In a bathtub, the velocity of water near2 the drain is given by the vector field k: cm/sec (22 +1)2(22 +1)222 +1 where x, y, and z are measured in centimeters and (0, 0,0) is at the center of the drain 1. Rewriting F as follows, describe in words how the water is moving: (22 +1)2'(22 +1)2 2+1 Consider cach of the threc terms in cquation (4). (Look at some plots.) For fixed z, what is the...
Question 8 Please
In a bathtub, the velocity of water near2 the drain is given by the vector field k: cm/sec (22 +1)2(22 +1)222 +1 where x, y, and z are measured in centimeters and (0, 0,0) is at the center of the drain 1. Rewriting F as follows, describe in words how the water is moving: (22 +1)2'(22 +1)2 2+1 Consider cach of the threc terms in cquation (4). (Look at some plots.) For fixed z, what is the...
Exercise 1 Electric Fields In this exercise, you will use a digital multimeter to collect voltage data to graph electric fields. Procedure Place the sheet of graph paper on a table and center the clear tray over the grid. Attach the end of each jumper cable to a metal nut by clamping the free alligator clip onto it as shown in Figure 4. The figure is a photo of an alligator clip attached to a metal nut. It is attached...